From 7b2485164028a348bfe3dffaa1966806fa5638cd Mon Sep 17 00:00:00 2001 From: unknown Date: Tue, 16 Jun 2020 19:40:37 +0200 Subject: [PATCH] done --- .../P0. Data preparation-checkpoint.ipynb | 689 + .../P1. Baseline-checkpoint.ipynb | 1376 + .../P2. Evaluation-checkpoint.ipynb | 1463 + .../P3. k-nearest neighbours-checkpoint.ipynb | 928 + ...n high demensional spaces-checkpoint.ipynb | 87 + .../P4. Matrix Factorization-checkpoint.ipynb | 1643 + .../P5. Graph-based-checkpoint.ipynb | 1481 + .../P6. LightFM-checkpoint.ipynb | 2049 + .../P7. WRMF (Implicit ALS)-checkpoint.ipynb | 1812 + Datasets/ml-100k/README | 157 + Datasets/ml-100k/allbut.pl | 34 + Datasets/ml-100k/mku.sh | 25 + Datasets/ml-100k/movies.csv | 1683 + Datasets/ml-100k/test.csv | 20000 +++ Datasets/ml-100k/train.csv | 80000 ++++++++++++ Datasets/ml-100k/u.data | 100000 +++++++++++++++ Datasets/ml-100k/u.genre | 20 + Datasets/ml-100k/u.info | 3 + Datasets/ml-100k/u.item | 1682 + Datasets/ml-100k/u.occupation | 21 + Datasets/ml-100k/u.user | 943 + Datasets/ml-100k/u1.base | 80000 ++++++++++++ Datasets/ml-100k/u1.test | 20000 +++ Datasets/ml-100k/u2.base | 80000 ++++++++++++ Datasets/ml-100k/u2.test | 20000 +++ Datasets/ml-100k/u3.base | 80000 ++++++++++++ Datasets/ml-100k/u3.test | 20000 +++ Datasets/ml-100k/u4.base | 80000 ++++++++++++ Datasets/ml-100k/u4.test | 20000 +++ Datasets/ml-100k/u5.base | 80000 ++++++++++++ Datasets/ml-100k/u5.test | 20000 +++ Datasets/ml-100k/ua.base | 90570 +++++++++++++ Datasets/ml-100k/ua.test | 9430 ++ Datasets/ml-100k/ub.base | 90570 +++++++++++++ Datasets/ml-100k/ub.test | 9430 ++ Datasets/toy-example/test.csv | 5 + Datasets/toy-example/train.csv | 10 + P0. Data preparation.ipynb | 689 + P1. Baseline.ipynb | 1376 + P2. Evaluation.ipynb | 1149 + P3. k-nearest neighbours.ipynb | 928 + ...mbeddings in high demensional spaces.ipynb | 87 + P4. Matrix Factorization.ipynb | 1643 + P5. Graph-based.ipynb | 1481 + P6. LightFM.ipynb | 2049 + P7. WRMF (Implicit ALS).ipynb | 1812 + .../ml-100k/Ready_Baseline_estimations.csv | 20000 +++ .../ml-100k/Ready_Baseline_reco.csv | 943 + .../Ready_I-KNNBaseline_estimations.csv | 20000 +++ .../ml-100k/Ready_I-KNNBaseline_reco.csv | 943 + .../Ready_I-KNNWithMeans_estimations.csv | 20000 +++ .../ml-100k/Ready_I-KNNWithMeans_reco.csv | 943 + .../ml-100k/Ready_I-KNNWithZScore.csv | 943 + .../Ready_I-KNNWithZScore_estimations.csv | 20000 +++ .../ml-100k/Ready_I-KNNWithZScore_reco.csv | 943 + .../ml-100k/Ready_I-KNN_estimations.csv | 20000 +++ .../ml-100k/Ready_I-KNN_reco.csv | 943 + .../ml-100k/Ready_ImplicitALS_estimations.csv | 20000 +++ .../ml-100k/Ready_ImplicitALS_reco.csv | 943 + .../ml-100k/Ready_Random_estimations.csv | 20000 +++ .../ml-100k/Ready_Random_reco.csv | 943 + .../ml-100k/Ready_SVDBiased_estimations.csv | 20000 +++ .../ml-100k/Ready_SVDBiased_reco.csv | 943 + .../ml-100k/Ready_SVD_estimations.csv | 20000 +++ .../ml-100k/Ready_SVD_reco.csv | 943 + .../ml-100k/Ready_U-KNN_estimations.csv | 20000 +++ .../ml-100k/Ready_U-KNN_reco.csv | 943 + .../ml-100k/Self_BaselineUI_estimations.csv | 20000 +++ .../ml-100k/Self_BaselineUI_reco.csv | 943 + .../ml-100k/Self_GlobalAvg_estimations.csv | 20000 +++ .../ml-100k/Self_GlobalAvg_reco.csv | 943 + .../ml-100k/Self_IKNN_estimations.csv | 20000 +++ .../ml-100k/Self_IKNN_reco.csv | 943 + .../ml-100k/Self_P3_estimations.csv | 20000 +++ .../ml-100k/Self_P3_reco.csv | 943 + .../ml-100k/Self_RP3Beta_estimations.csv | 20000 +++ .../ml-100k/Self_RP3Beta_reco.csv | 943 + .../ml-100k/Self_SVD_estimations.csv | 20000 +++ .../ml-100k/Self_SVD_reco.csv | 943 + .../ml-100k/Self_TopPop_estimations.csv | 20000 +++ .../ml-100k/Self_TopPop_reco.csv | 943 + .../ml-100k/Self_TopRated_estimations.csv | 20000 +++ .../ml-100k/Self_TopRated_reco.csv | 943 + .../Self_BaselineUI_estimations.csv | 5 + .../toy-example/Self_BaselineUI_reco.csv | 3 + .../evaluation_measures.cpython-38.pyc | Bin 0 -> 6470 bytes __pycache__/helpers.cpython-38.pyc | Bin 0 -> 2793 bytes evaluation_measures.py | 214 + helpers.py | 75 + 89 files changed, 1305539 insertions(+) create mode 100644 .ipynb_checkpoints/P0. Data preparation-checkpoint.ipynb create mode 100644 .ipynb_checkpoints/P1. Baseline-checkpoint.ipynb create mode 100644 .ipynb_checkpoints/P2. Evaluation-checkpoint.ipynb create mode 100644 .ipynb_checkpoints/P3. k-nearest neighbours-checkpoint.ipynb create mode 100644 .ipynb_checkpoints/P4. Appendix - embeddings in high demensional spaces-checkpoint.ipynb create mode 100644 .ipynb_checkpoints/P4. Matrix Factorization-checkpoint.ipynb create mode 100644 .ipynb_checkpoints/P5. Graph-based-checkpoint.ipynb create mode 100644 .ipynb_checkpoints/P6. LightFM-checkpoint.ipynb create mode 100644 .ipynb_checkpoints/P7. WRMF (Implicit ALS)-checkpoint.ipynb create mode 100644 Datasets/ml-100k/README create mode 100644 Datasets/ml-100k/allbut.pl create mode 100644 Datasets/ml-100k/mku.sh create mode 100644 Datasets/ml-100k/movies.csv create mode 100644 Datasets/ml-100k/test.csv create mode 100644 Datasets/ml-100k/train.csv create mode 100644 Datasets/ml-100k/u.data create mode 100644 Datasets/ml-100k/u.genre create mode 100644 Datasets/ml-100k/u.info create mode 100644 Datasets/ml-100k/u.item create mode 100644 Datasets/ml-100k/u.occupation create mode 100644 Datasets/ml-100k/u.user create mode 100644 Datasets/ml-100k/u1.base create mode 100644 Datasets/ml-100k/u1.test create mode 100644 Datasets/ml-100k/u2.base create mode 100644 Datasets/ml-100k/u2.test create mode 100644 Datasets/ml-100k/u3.base create mode 100644 Datasets/ml-100k/u3.test create mode 100644 Datasets/ml-100k/u4.base create mode 100644 Datasets/ml-100k/u4.test create mode 100644 Datasets/ml-100k/u5.base create mode 100644 Datasets/ml-100k/u5.test create mode 100644 Datasets/ml-100k/ua.base create mode 100644 Datasets/ml-100k/ua.test create mode 100644 Datasets/ml-100k/ub.base create mode 100644 Datasets/ml-100k/ub.test create mode 100644 Datasets/toy-example/test.csv create mode 100644 Datasets/toy-example/train.csv create mode 100644 P0. Data preparation.ipynb create mode 100644 P1. Baseline.ipynb create mode 100644 P2. Evaluation.ipynb create mode 100644 P3. k-nearest neighbours.ipynb create mode 100644 P4. Appendix - embeddings in high demensional spaces.ipynb create mode 100644 P4. Matrix Factorization.ipynb create mode 100644 P5. Graph-based.ipynb create mode 100644 P6. LightFM.ipynb create mode 100644 P7. WRMF (Implicit ALS).ipynb create mode 100644 Recommendations generated/ml-100k/Ready_Baseline_estimations.csv create mode 100644 Recommendations generated/ml-100k/Ready_Baseline_reco.csv create mode 100644 Recommendations generated/ml-100k/Ready_I-KNNBaseline_estimations.csv create mode 100644 Recommendations generated/ml-100k/Ready_I-KNNBaseline_reco.csv create mode 100644 Recommendations generated/ml-100k/Ready_I-KNNWithMeans_estimations.csv create mode 100644 Recommendations generated/ml-100k/Ready_I-KNNWithMeans_reco.csv create mode 100644 Recommendations generated/ml-100k/Ready_I-KNNWithZScore.csv create mode 100644 Recommendations generated/ml-100k/Ready_I-KNNWithZScore_estimations.csv create mode 100644 Recommendations generated/ml-100k/Ready_I-KNNWithZScore_reco.csv create mode 100644 Recommendations generated/ml-100k/Ready_I-KNN_estimations.csv create mode 100644 Recommendations generated/ml-100k/Ready_I-KNN_reco.csv create mode 100644 Recommendations generated/ml-100k/Ready_ImplicitALS_estimations.csv create mode 100644 Recommendations generated/ml-100k/Ready_ImplicitALS_reco.csv create mode 100644 Recommendations generated/ml-100k/Ready_Random_estimations.csv create mode 100644 Recommendations generated/ml-100k/Ready_Random_reco.csv create mode 100644 Recommendations generated/ml-100k/Ready_SVDBiased_estimations.csv create mode 100644 Recommendations generated/ml-100k/Ready_SVDBiased_reco.csv create mode 100644 Recommendations generated/ml-100k/Ready_SVD_estimations.csv create mode 100644 Recommendations generated/ml-100k/Ready_SVD_reco.csv create mode 100644 Recommendations generated/ml-100k/Ready_U-KNN_estimations.csv create mode 100644 Recommendations generated/ml-100k/Ready_U-KNN_reco.csv create mode 100644 Recommendations generated/ml-100k/Self_BaselineUI_estimations.csv create mode 100644 Recommendations generated/ml-100k/Self_BaselineUI_reco.csv create mode 100644 Recommendations generated/ml-100k/Self_GlobalAvg_estimations.csv create mode 100644 Recommendations generated/ml-100k/Self_GlobalAvg_reco.csv create mode 100644 Recommendations generated/ml-100k/Self_IKNN_estimations.csv create mode 100644 Recommendations generated/ml-100k/Self_IKNN_reco.csv create mode 100644 Recommendations generated/ml-100k/Self_P3_estimations.csv create mode 100644 Recommendations generated/ml-100k/Self_P3_reco.csv create mode 100644 Recommendations generated/ml-100k/Self_RP3Beta_estimations.csv create mode 100644 Recommendations generated/ml-100k/Self_RP3Beta_reco.csv create mode 100644 Recommendations generated/ml-100k/Self_SVD_estimations.csv create mode 100644 Recommendations generated/ml-100k/Self_SVD_reco.csv create mode 100644 Recommendations generated/ml-100k/Self_TopPop_estimations.csv create mode 100644 Recommendations generated/ml-100k/Self_TopPop_reco.csv create mode 100644 Recommendations generated/ml-100k/Self_TopRated_estimations.csv create mode 100644 Recommendations generated/ml-100k/Self_TopRated_reco.csv create mode 100644 Recommendations generated/toy-example/Self_BaselineUI_estimations.csv create mode 100644 Recommendations generated/toy-example/Self_BaselineUI_reco.csv create mode 100644 __pycache__/evaluation_measures.cpython-38.pyc create mode 100644 __pycache__/helpers.cpython-38.pyc create mode 100644 evaluation_measures.py create mode 100644 helpers.py diff --git a/.ipynb_checkpoints/P0. Data preparation-checkpoint.ipynb b/.ipynb_checkpoints/P0. Data preparation-checkpoint.ipynb new file mode 100644 index 0000000..d3206e1 --- /dev/null +++ b/.ipynb_checkpoints/P0. Data preparation-checkpoint.ipynb @@ -0,0 +1,689 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Building train and test sets" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "# if you don't have some library installed try using pip or pip3 to install it - you can do it from the notebook\n", + "# example: !pip install tqdm\n", + "# also on labs it's better to use python3 kernel - ipython3 notebook\n", + "\n", + "import pandas as pd\n", + "import numpy as np\n", + "import scipy.sparse as sparse\n", + "import time\n", + "import random\n", + "import evaluation_measures as ev\n", + "import matplotlib\n", + "import matplotlib.pyplot as plt\n", + "\n", + "# df = pd.DataFrame(np.loadtxt( './Datasets/ml-1m.dat',delimiter='::'))\n", + "df=pd.read_csv('./Datasets/ml-100k/u.data',delimiter='\\t', header=None)\n", + "df.columns=['user', 'item', 'rating', 'timestamp']\n", + "\n", + "from sklearn.model_selection import train_test_split\n", + "\n", + "train, test = train_test_split(df, test_size=0.2, random_state=30)\n", + "\n", + "train.to_csv('./Datasets/ml-100k/train.csv', sep='\\t', header=None, index=False)\n", + "test.to_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None, index=False)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Interactions properties" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### How data looks like?" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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useritemratingtimestamp
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" + ], + "text/plain": [ + " user item rating timestamp\n", + "0 196 242 3 881250949\n", + "1 186 302 3 891717742\n", + "2 22 377 1 878887116\n", + "3 244 51 2 880606923\n", + "4 166 346 1 886397596" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df[:5]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Sample properties" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "We have 943 users, 1682 items and 100000 ratings.\n", + "\n", + "Average number of ratings per user is 106.04. \n", + "\n", + "Average number of ratings per item is 59.453.\n", + "\n", + "Data sparsity (% of missing entries) is 6.3047%.\n" + ] + } + ], + "source": [ + "users, items, ratings=len(set(df['user'])), len(set(df['item'])), len(df)\n", + "\n", + "print('We have {} users, {} items and {} ratings.\\n'.format(users, items, ratings))\n", + "\n", + "print('Average number of ratings per user is {}. \\n'.format(round(ratings/users,2)))\n", + "print('Average number of ratings per item is {}.\\n'.format(round(ratings/items,4)))\n", + "print('Data sparsity (% of missing entries) is {}%.'.format(round(100*ratings/(users*items),4)))" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "items_per_user=df.groupby(['user']).count()['rating']\n", + "\n", + "plt.figure(figsize=(16,8))\n", + "plt.hist(items_per_user, bins=100)\n", + "\n", + "# Let's add median\n", + "t=items_per_user.median()\n", + "plt.axvline(t, color='k', linestyle='dashed', linewidth=1)\n", + "plt.text(t*1.1, plt.ylim()[1]*0.9, 'Median: {:.0f}'.format(t))\n", + "\n", + "# Let's add also some percentiles\n", + "t=items_per_user.quantile(0.25)\n", + "plt.axvline(t, color='k', linestyle='dashed', linewidth=1)\n", + "plt.text(t*1.1, plt.ylim()[1]*0.95, '25% quantile: {:.0f}'.format(t))\n", + "\n", + "t=items_per_user.quantile(0.75)\n", + "plt.axvline(t, color='k', linestyle='dashed', linewidth=1)\n", + "plt.text(t*1.05, plt.ylim()[1]*0.95, '75% quantile: {:.0f}'.format(t))\n", + "\n", + "plt.title('Number of ratings per user', fontsize=30)\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "items_per_user=df.groupby(['item']).count()['rating']\n", + "\n", + "plt.figure(figsize=(16,8))\n", + "plt.hist(items_per_user, bins=100)\n", + "\n", + "# Let's add median\n", + "t=items_per_user.median()\n", + "plt.axvline(t, color='k', linestyle='dashed', linewidth=1)\n", + "plt.text(t*1.1, plt.ylim()[1]*0.9, 'Median: {:.0f}'.format(t))\n", + "\n", + "# Let's add also some percentiles\n", + "t=items_per_user.quantile(0.25)\n", + "plt.axvline(t, color='k', linestyle='dashed', linewidth=1)\n", + "plt.text(t*1.1, plt.ylim()[1]*0.95, '25% quantile: {:.0f}'.format(t))\n", + "\n", + "t=items_per_user.quantile(0.75)\n", + "plt.axvline(t, color='k', linestyle='dashed', linewidth=1)\n", + "plt.text(t*1.05, plt.ylim()[1]*0.95, '75% quantile: {:.0f}'.format(t))\n", + "\n", + "plt.title('Number of ratings per item', fontsize=30)\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "rating\n", + "1 0.06110\n", + "2 0.11370\n", + "3 0.27145\n", + "4 0.34174\n", + "5 0.21201\n", + "Name: user, dtype: float64" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df.groupby(['rating']).count()['user']/len(df)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Item attributes" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "genres = pd.read_csv('./Datasets/ml-100k/u.genre', sep='|', header=None,\n", + " encoding='latin-1')\n", + "genres=dict(zip(genres[1], genres[0]))" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "{0: 'unknown',\n", + " 1: 'Action',\n", + " 2: 'Adventure',\n", + " 3: 'Animation',\n", + " 4: \"Children's\",\n", + " 5: 'Comedy',\n", + " 6: 'Crime',\n", + " 7: 'Documentary',\n", + " 8: 'Drama',\n", + " 9: 'Fantasy',\n", + " 10: 'Film-Noir',\n", + " 11: 'Horror',\n", + " 12: 'Musical',\n", + " 13: 'Mystery',\n", + " 14: 'Romance',\n", + " 15: 'Sci-Fi',\n", + " 16: 'Thriller',\n", + " 17: 'War',\n", + " 18: 'Western'}" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "genres" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [], + "source": [ + "movies = pd.read_csv('./Datasets/ml-100k/u.item', sep='|', encoding='latin-1', header=None)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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12GoldenEye (1995)Action, Adventure, Thriller
23Four Rooms (1995)Thriller
34Get Shorty (1995)Action, Comedy, Drama
45Copycat (1995)Crime, Drama, Thriller
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" + ], + "text/plain": [ + " id title genres\n", + "0 1 Toy Story (1995) Animation, Children's, Comedy\n", + "1 2 GoldenEye (1995) Action, Adventure, Thriller\n", + "2 3 Four Rooms (1995) Thriller\n", + "3 4 Get Shorty (1995) Action, Comedy, Drama\n", + "4 5 Copycat (1995) Crime, Drama, Thriller" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "movies.to_csv('./Datasets/ml-100k/movies.csv', index=False)\n", + "movies[:5]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Toy example" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [], + "source": [ + "import os\n", + "if not os.path.exists('./Datasets/toy-example/'):\n", + " os.mkdir('./Datasets/toy-example/')" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [], + "source": [ + "toy_train=pd.DataFrame([[0,0,3,0], [0,10,4,0], [0,40,5,0], [0,70,4,0],\n", + " [10,10,1,0], [10,20,2,0], [10,30,3,0],\n", + " [20,30,5,0], [20,50,3,0], [20,60,4,0]])\n", + "toy_test=pd.DataFrame([[0,60,3,0],\n", + " [10,40,5,0],\n", + " [20,0,5,0], [20,20,4,0], [20,70,2,0]])\n", + "\n", + "toy_train.to_csv('./Datasets/toy-example/train.csv', sep='\\t', header=None, index=False)\n", + "toy_test.to_csv('./Datasets/toy-example/test.csv', sep='\\t', header=None, index=False)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.8.3" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/.ipynb_checkpoints/P1. Baseline-checkpoint.ipynb b/.ipynb_checkpoints/P1. Baseline-checkpoint.ipynb new file mode 100644 index 0000000..83d2099 --- /dev/null +++ b/.ipynb_checkpoints/P1. Baseline-checkpoint.ipynb @@ -0,0 +1,1376 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Preparing dataset" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import pandas as pd\n", + "import numpy as np\n", + "import scipy.sparse as sparse\n", + "from collections import defaultdict\n", + "from itertools import chain\n", + "import random\n", + "\n", + "train_read=pd.read_csv('./Datasets/ml-100k/train.csv', sep='\\t', header=None, names=['user', 'item', 'rating', 'timestamp'])\n", + "test_read=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None, names=['user', 'item', 'rating', 'timestamp'])" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "# Let's prepare dataset\n", + "train_and_test=pd.concat([train_read, test_read], axis=0, ignore_index=True)\n", + "train_and_test['user_code'] = train_and_test['user'].astype(\"category\").cat.codes\n", + "train_and_test['item_code'] = train_and_test['item'].astype(\"category\").cat.codes\n", + "\n", + "user_code_id = dict(enumerate(train_and_test['user'].astype(\"category\").cat.categories))\n", + "user_id_code = dict((v, k) for k, v in user_code_id.items())\n", + "item_code_id = dict(enumerate(train_and_test['item'].astype(\"category\").cat.categories))\n", + "item_id_code = dict((v, k) for k, v in item_code_id.items())" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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useritemratingtimestampuser_codeitem_code
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" + ], + "text/plain": [ + " user item rating timestamp user_code item_code\n", + "0 664 525 4 876526580 663 524\n", + "1 49 1 2 888068651 48 0\n", + "2 352 273 2 884290328 351 272\n", + "3 618 96 3 891307749 617 95\n", + "4 560 24 2 879976772 559 23" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "train_and_test[:5]" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "train_df=pd.merge(train_read, train_and_test, on=list(train_read.columns))\n", + "test_df=pd.merge(test_read, train_and_test, on=list(train_read.columns))" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "# Take number of users and items\n", + "(U,I)=(train_and_test['user_code'].max()+1, train_and_test['item_code'].max()+1)\n", + "\n", + "# Create sparse csr matrices\n", + "train_ui = sparse.csr_matrix((train_df['rating'], (train_df['user_code'], train_df['item_code'])), shape=(U, I))\n", + "test_ui = sparse.csr_matrix((test_df['rating'], (test_df['user_code'], test_df['item_code'])), shape=(U, I))" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "# Above steps are the same for many algorithms, so I put the code in separate file:\n", + "import helpers\n", + "train_read=pd.read_csv('./Datasets/ml-100k/train.csv', sep='\\t', header=None)\n", + "test_read=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None)\n", + "train_ui, test_ui, user_code_id, user_id_code, item_code_id, item_id_code = helpers.data_to_csr(train_read, test_read)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### CSR matrices - what is it?" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "<3x4 sparse matrix of type ''\n", + "\twith 8 stored elements in Compressed Sparse Row format>" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "row = np.array([0, 0, 0, 1, 1, 2, 2, 2])\n", + "col = np.array([0, 1, 2, 1, 3, 2, 0, 3])\n", + "data = np.array([4, 1, 3, 2,1, 5, 2, 4])\n", + "sample_csr=sparse.csr_matrix((data, (row, col)))\n", + "sample_csr" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Ratings matrix with missing entries replaced by zeros:\n" + ] + }, + { + "data": { + "text/plain": [ + "matrix([[4, 1, 3, 0],\n", + " [0, 2, 0, 1],\n", + " [2, 0, 5, 4]], dtype=int32)" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Number of ratings: 8 \n", + "Number of users: 3 \n", + "Number of items: 4 \n", + "\n" + ] + } + ], + "source": [ + "print('Ratings matrix with missing entries replaced by zeros:')\n", + "display(sample_csr.todense())\n", + "\n", + "print('\\nNumber of ratings: {} \\nNumber of users: {} \\nNumber of items: {} \\n'\n", + " .format(sample_csr.nnz, sample_csr.shape[0], sample_csr.shape[1]))" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Ratings data: [4 1 3 2 1 2 5 4]\n", + "Regarding items: [0 1 2 1 3 0 2 3]\n", + "Where ratings from 0 to 2 belongs to user 0.\n", + "Where ratings from 3 to 4 belongs to user 1.\n", + "Where ratings from 5 to 7 belongs to user 2.\n" + ] + } + ], + "source": [ + "print('Ratings data:', sample_csr.data)\n", + "\n", + "print('Regarding items:', sample_csr.indices)\n", + "\n", + "for i in range(sample_csr.shape[0]):\n", + " print('Where ratings from {} to {} belongs to user {}.'.format(sample_csr.indptr[i], sample_csr.indptr[i+1]-1, i))" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Efficient way to access items rated by user:\n" + ] + }, + { + "data": { + "text/plain": [ + "array([ 0, 6, 10, 27, 49, 78, 95, 97, 116, 143, 153, 156, 167,\n", + " 171, 172, 173, 194, 208, 225, 473, 495, 549, 615], dtype=int32)" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "679 ns ± 11.4 ns per loop (mean ± std. dev. of 7 runs, 1000000 loops each)\n", + "Inefficient way to access items rated by user:\n" + ] + }, + { + "data": { + "text/plain": [ + "array([ 0, 6, 10, 27, 49, 78, 95, 97, 116, 143, 153, 156, 167,\n", + " 171, 172, 173, 194, 208, 225, 473, 495, 549, 615])" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "57.1 µs ± 894 ns per loop (mean ± std. dev. of 7 runs, 10000 loops each)\n" + ] + } + ], + "source": [ + "user=123\n", + "\n", + "print('Efficient way to access items rated by user:')\n", + "display(train_ui.indices[train_ui.indptr[user]:train_ui.indptr[user+1]])\n", + "%timeit train_ui.indices[train_ui.indptr[user]:train_ui.indptr[user+1]]\n", + "\n", + "print('Inefficient way to access items rated by user:')\n", + "display(train_ui[user].indices)\n", + "%timeit train_ui[user].indices" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "###### Example: subtracting row means" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Our matrix:\n" + ] + }, + { + "data": { + "text/plain": [ + "matrix([[4, 1, 3, 0],\n", + " [0, 2, 0, 1],\n", + " [2, 0, 5, 4]], dtype=int32)" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "List of row sums:\n" + ] + }, + { + "data": { + "text/plain": [ + "matrix([[ 8, 3, 11]])" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "print('Our matrix:')\n", + "display(sample_csr.todense())\n", + "print('List of row sums:')\n", + "sample_csr.sum(axis=1).ravel()" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Array with row means:\n" + ] + }, + { + "data": { + "text/plain": [ + "array([2.66666667, 1.5 , 3.66666667])" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Diagonal csr matrix with inverse of row sums on diagonal:\n" + ] + }, + { + "data": { + "text/plain": [ + "matrix([[2.66666667, 0. , 0. ],\n", + " [0. , 1.5 , 0. ],\n", + " [0. , 0. , 3.66666667]])" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Let's apply them in nonzero entries:\n" + ] + }, + { + "data": { + "text/plain": [ + "matrix([[2.66666667, 2.66666667, 2.66666667, 0. ],\n", + " [0. , 1.5 , 0. , 1.5 ],\n", + " [3.66666667, 0. , 3.66666667, 3.66666667]])" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Finally after subtraction:\n" + ] + }, + { + "data": { + "text/plain": [ + "matrix([[ 1.33333333, -1.66666667, 0.33333333, 0. ],\n", + " [ 0. , 0.5 , 0. , -0.5 ],\n", + " [-1.66666667, 0. , 1.33333333, 0.33333333]])" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "print('Array with row means:')\n", + "row_means=np.asarray(sample_csr.sum(axis=1).ravel())[0]/np.diff(sample_csr.indptr)\n", + "display(row_means)\n", + "\n", + "print('Diagonal csr matrix with inverse of row sums on diagonal:')\n", + "display(sparse.diags(row_means).todense())\n", + "\n", + "print(\"\"\"Let's apply them in nonzero entries:\"\"\")\n", + "to_subtract=sparse.diags(row_means)*sample_csr.power(0)\n", + "display(to_subtract.todense())\n", + "\n", + "print(\"Finally after subtraction:\")\n", + "sample_csr-to_subtract.todense()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "###### Transposing" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Sample matrix: \n", + " [[4 1 3 0]\n", + " [0 2 0 1]\n", + " [2 0 5 4]]\n", + "\n", + "Indices: \n", + " [0 1 2 1 3 0 2 3]\n", + "\n", + "Transposed matrix: \n", + " [[4 0 2]\n", + " [1 2 0]\n", + " [3 0 5]\n", + " [0 1 4]]\n", + "\n", + "Indices of transposed matrix: \n", + " [0 1 2 1 3 0 2 3]\n", + "\n", + "Reason: \n", + "\n", + "After converting to csr: \n", + " [0 2 0 1 0 2 1 2]\n" + ] + } + ], + "source": [ + "import numpy as np\n", + "from scipy import sparse\n", + "row = np.array([0, 0, 0, 1, 1, 2, 2, 2])\n", + "col = np.array([0, 1, 2, 1, 3, 2, 0, 3])\n", + "data = np.array([4, 1, 3, 2,1, 5, 2, 4])\n", + "sample=sparse.csr_matrix((data, (row, col)))\n", + "print('Sample matrix: \\n', sample.A)\n", + "print('\\nIndices: \\n', sample.indices)\n", + "transposed=sample.transpose()\n", + "print('\\nTransposed matrix: \\n', transposed.A)\n", + "print('\\nIndices of transposed matrix: \\n', transposed.indices)\n", + "\n", + "print('\\nReason: ', type(transposed))\n", + "\n", + "print('\\nAfter converting to csr: \\n', transposed.tocsr().indices)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Self made top popular" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [], + "source": [ + "import os\n", + "if not os.path.exists('./Recommendations generated/'):\n", + " os.mkdir('./Recommendations generated/')\n", + " os.mkdir('./Recommendations generated/ml-100k/')\n", + " os.mkdir('./Recommendations generated/toy-example/')" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [], + "source": [ + "TopPop=[]\n", + "train_iu=train_ui.transpose().tocsr()\n", + "scaling_factor=train_ui.max()/max(np.diff(train_iu.indptr))\n", + "\n", + "for i in range(train_iu.shape[0]):\n", + " TopPop.append((i, (train_iu.indptr[i+1]-train_iu.indptr[i])*scaling_factor))\n", + " \n", + "TopPop.sort(key=lambda x: x[1], reverse=True)\n", + "#TopPop is an array of pairs (item, rescaled_popularity) sorted descending from the most popular\n", + "\n", + "k=10\n", + "result=[]\n", + "\n", + "for u in range(train_ui.shape[0]):\n", + " user_rated=train_ui.indices[train_ui.indptr[u]:train_ui.indptr[u+1]]\n", + " rec_user=[]\n", + " item_pos=0\n", + " while len(rec_user)<10:\n", + " if TopPop[item_pos][0] not in user_rated:\n", + " rec_user.append((item_code_id[TopPop[item_pos][0]], TopPop[item_pos][1]))\n", + " item_pos+=1\n", + " result.append([user_code_id[u]]+list(chain(*rec_user)))\n", + "\n", + "(pd.DataFrame(result)).to_csv('Recommendations generated/ml-100k/Self_TopPop_reco.csv', index=False, header=False)\n", + "\n", + "\n", + "# estimations - score is a bit artificial since that method is not designed for scoring, but for ranking\n", + "\n", + "estimations=[]\n", + "\n", + "for user, item in zip(*test_ui.nonzero()):\n", + " estimations.append([user_code_id[user], item_code_id[item],\n", + " (train_iu.indptr[item+1]-train_iu.indptr[item])*scaling_factor])\n", + "(pd.DataFrame(estimations)).to_csv('Recommendations generated/ml-100k/Self_TopPop_estimations.csv', index=False, header=False)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Self made global average" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [], + "source": [ + "GlobalAvg=[]\n", + "avg=np.sum(train_ui)/train_ui.nnz\n", + "\n", + "for i in range(train_iu.shape[0]):\n", + " GlobalAvg.append((i, avg))\n", + " \n", + "k=10\n", + "result=[]\n", + "\n", + "for u in range(train_ui.shape[0]):\n", + " user_rated=train_ui.indices[train_ui.indptr[u]:train_ui.indptr[u+1]]\n", + " rec_user=[]\n", + " item_pos=0\n", + " while len(rec_user)<10:\n", + " if GlobalAvg[item_pos][0] not in user_rated:\n", + " rec_user.append((item_code_id[GlobalAvg[item_pos][0]], GlobalAvg[item_pos][1]))\n", + " item_pos+=1\n", + " result.append([user_code_id[u]]+list(chain(*rec_user)))\n", + "\n", + "(pd.DataFrame(result)).to_csv('Recommendations generated/ml-100k/Self_GlobalAvg_reco.csv', index=False, header=False)\n", + "\n", + "\n", + "# estimations - score is a bit artificial since that method is not designed for scoring, but for ranking\n", + "\n", + "estimations=[]\n", + "\n", + "for user, item in zip(*test_ui.nonzero()):\n", + " estimations.append([user_code_id[user], item_code_id[item], avg])\n", + "(pd.DataFrame(estimations)).to_csv('Recommendations generated/ml-100k/Self_GlobalAvg_estimations.csv', index=False, header=False)" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " 0 1 2 3 4 5 6 7 8 9 ... 11 \\\n", + "0 1 5 3.529975 10 3.529975 25 3.529975 32 3.529975 33 ... 44 \n", + "1 2 1 3.529975 2 3.529975 3 3.529975 4 3.529975 5 ... 6 \n", + "\n", + " 12 13 14 15 16 17 18 19 20 \n", + "0 3.529975 46 3.529975 50 3.529975 52 3.529975 55 3.529975 \n", + "1 3.529975 7 3.529975 8 3.529975 9 3.529975 11 3.529975 \n", + "\n", + "[2 rows x 21 columns]" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "pd.DataFrame(result)[:2]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Project task 1 - self made top rated" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [], + "source": [ + "# project task 1: implement TopRated\n", + "# Implement recommender system which will recommend movies (which user hasn't seen) with the highest average rating\n", + "# The output should be saved in 'Recommendations generated/ml-100k/Self_TopRated_reco.csv'\n", + "# and 'Recommendations generated/ml-100k/Self_TopRated_estimations.csv'" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [], + "source": [ + "TopRated=[]\n", + "train_iu=train_ui.transpose().tocsr()\n", + "for i in range(train_iu.shape[0]):\n", + " if(train_iu.indptr[i+1]-train_iu.indptr[i] != 0):\n", + " avg = np.sum(train_iu.data[train_iu.indptr[i]:train_iu.indptr[i+1]])/(train_iu.indptr[i+1]-train_iu.indptr[i])\n", + " TopRated.append((i, avg))\n", + "TopRated.sort(key=lambda x: x[1], reverse=True)\n", + "result=[]\n", + "for u in range(train_ui.shape[0]):\n", + " user_rated=train_ui.indices[train_ui.indptr[u]:train_ui.indptr[u+1]]\n", + " rec_user=[]\n", + " item_pos=0\n", + " while len(rec_user)<10:\n", + " if TopRated[item_pos][0] not in user_rated:\n", + " rec_user.append((item_code_id[TopRated[item_pos][0]], TopRated[item_pos][1]))\n", + " item_pos+=1\n", + " result.append([user_code_id[u]]+list(chain(*rec_user)))\n", + "(pd.DataFrame(result)).to_csv('Recommendations generated/ml-100k/Self_TopRated_reco.csv', index=False, header=False)\n", + "estimations=[]\n", + "for user, item in zip(*test_ui.nonzero()):\n", + " estimations.append([user_code_id[user], item_code_id[item],\n", + " (train_iu.indptr[item+1]-train_iu.indptr[item])*scaling_factor])\n", + "(pd.DataFrame(estimations)).to_csv('Recommendations generated/ml-100k/Self_TopRated_estimations.csv', index=False, header=False)\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Self-made baseline" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [], + "source": [ + "class selfBaselineUI():\n", + " \n", + " def fit(self, train_ui):\n", + " self.train_ui=train_ui.copy()\n", + " self.train_iu=train_ui.transpose().tocsr()\n", + " \n", + " result=self.train_ui.copy()\n", + " \n", + " self.row_means=np.asarray(result.sum(axis=1).ravel())[0]/np.diff(result.indptr)\n", + " \n", + " # in csr format after addition or multiplication 0 entries \"disappear\" - so some workaraunds are needed \n", + " # (other option is to define addition/multiplication in a desired way)\n", + " row_means=self.row_means.copy()\n", + " \n", + " max_row_mean=np.max(row_means)\n", + " row_means[row_means==0]=max_row_mean+1\n", + " to_subtract_rows=sparse.diags(row_means)*result.power(0)\n", + " to_subtract_rows.sort_indices() # needed to have valid .data\n", + " \n", + " subtract=to_subtract_rows.data\n", + " subtract[subtract==max_row_mean+1]=0\n", + " \n", + " result.data=result.data-subtract\n", + "# we can't do result=train_ui-to_subtract_rows since then 0 entries will \"disappear\" in csr format\n", + " self.col_means=np.divide(np.asarray(result.sum(axis=0).ravel())[0], np.diff(self.train_iu.indptr),\\\n", + " out=np.zeros(self.train_iu.shape[0]), where=np.diff(self.train_iu.indptr)!=0) # handling items without ratings\n", + " \n", + " # again - it is possible that some mean will be zero, so let's use the same workaround\n", + " col_means=self.col_means.copy()\n", + " \n", + " max_col_mean=np.max(col_means)\n", + " col_means[col_means==0]=max_col_mean+1\n", + " to_subtract_cols=result.power(0)*sparse.diags(col_means)\n", + " to_subtract_cols.sort_indices() # needed to have valid .data\n", + " \n", + " subtract=to_subtract_cols.data\n", + " subtract[subtract==max_col_mean+1]=0\n", + " \n", + " result.data=result.data-subtract\n", + "\n", + " return result\n", + " \n", + " \n", + " def recommend(self, user_code_id, item_code_id, topK=10):\n", + " estimations=np.tile(self.row_means[:,None], [1, self.train_ui.shape[1]]) +np.tile(self.col_means, [self.train_ui.shape[0], 1])\n", + " \n", + " top_k = defaultdict(list)\n", + " for nb_user, user in enumerate(estimations):\n", + " \n", + " user_rated=self.train_ui.indices[self.train_ui.indptr[nb_user]:self.train_ui.indptr[nb_user+1]]\n", + " for item, score in enumerate(user):\n", + " if item not in user_rated:\n", + " top_k[user_code_id[nb_user]].append((item_code_id[item], score))\n", + " result=[]\n", + " # Let's choose k best items in the format: (user, item1, score1, item2, score2, ...)\n", + " for uid, item_scores in top_k.items():\n", + " item_scores.sort(key=lambda x: x[1], reverse=True)\n", + " result.append([uid]+list(chain(*item_scores[:topK])))\n", + " return result\n", + " \n", + " def estimate(self, user_code_id, item_code_id, test_ui):\n", + " result=[]\n", + " for user, item in zip(*test_ui.nonzero()):\n", + " result.append([user_code_id[user], item_code_id[item], self.row_means[user]+self.col_means[item]])\n", + " return result" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Training data:\n" + ] + }, + { + "data": { + "text/plain": [ + "matrix([[3, 4, 0, 0, 5, 0, 0, 4],\n", + " [0, 1, 2, 3, 0, 0, 0, 0],\n", + " [0, 0, 0, 5, 0, 3, 4, 0]], dtype=int64)" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "After subtracting rows and columns:\n" + ] + }, + { + "data": { + "text/plain": [ + "matrix([[ 0. , 0.5, 0. , 0. , 0. , 0. , 0. , 0. ],\n", + " [ 0. , -0.5, 0. , 0. , 0. , 0. , 0. , 0. ],\n", + " [ 0. , 0. , 0. , 0. , 0. , 0. , 0. , 0. ]])" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Recommend best unseen item:\n" + ] + }, + { + "data": { + "text/plain": [ + "[[0, 30, 5.0], [10, 40, 3.0], [20, 40, 5.0]]" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Print estimations on unseen items:\n" + ] + }, + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " user item est_score\n", + "0 0 60 4.0\n", + "1 10 40 3.0\n", + "2 20 0 3.0\n", + "3 20 20 4.0\n", + "4 20 70 4.0" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "toy_train_read=pd.read_csv('./Datasets/toy-example/train.csv', sep='\\t', header=None, names=['user', 'item', 'rating', 'timestamp'])\n", + "toy_test_read=pd.read_csv('./Datasets/toy-example/test.csv', sep='\\t', header=None, names=['user', 'item', 'rating', 'timestamp'])\n", + "\n", + "toy_train_ui, toy_test_ui, toy_user_code_id, toy_user_id_code, \\\n", + "toy_item_code_id, toy_item_id_code = helpers.data_to_csr(toy_train_read, toy_test_read)\n", + "\n", + "print('Training data:')\n", + "display(toy_train_ui.todense())\n", + "\n", + "model=selfBaselineUI()\n", + "print('After subtracting rows and columns:')\n", + "display(model.fit(toy_train_ui).todense())\n", + "\n", + "print('Recommend best unseen item:')\n", + "display(model.recommend(toy_user_code_id, toy_item_code_id, topK=1))\n", + "\n", + "print('Print estimations on unseen items:')\n", + "estimations=pd.DataFrame(model.estimate(toy_user_code_id, toy_item_code_id, toy_test_ui))\n", + "estimations.columns=['user', 'item', 'est_score']\n", + "display(estimations)\n", + "\n", + "top_n=pd.DataFrame(model.recommend(toy_user_code_id, toy_item_code_id, topK=3))\n", + "\n", + "top_n.to_csv('Recommendations generated/toy-example/Self_BaselineUI_reco.csv', index=False, header=False)\n", + "\n", + "estimations=pd.DataFrame(model.estimate(toy_user_code_id, toy_item_code_id, toy_test_ui))\n", + "estimations.to_csv('Recommendations generated/toy-example/Self_BaselineUI_estimations.csv', index=False, header=False)" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [], + "source": [ + "model=selfBaselineUI()\n", + "model.fit(train_ui)\n", + "\n", + "top_n=pd.DataFrame(model.recommend(user_code_id, item_code_id, topK=10))\n", + "\n", + "top_n.to_csv('Recommendations generated/ml-100k/Self_BaselineUI_reco.csv', index=False, header=False)\n", + "\n", + "estimations=pd.DataFrame(model.estimate(user_code_id, item_code_id, test_ui))\n", + "estimations.to_csv('Recommendations generated/ml-100k/Self_BaselineUI_estimations.csv', index=False, header=False)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# project task 2: implement self-made BaselineIU" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [], + "source": [ + "# Implement recommender system which will recommend movies (which user hasn't seen) which is similar to BaselineUI\n", + "# but first subtract col means then row means\n", + "# The output should be saved in 'Recommendations generated/ml-100k/Self_BaselineIU_reco.csv'\n", + "# and 'Recommendations generated/ml-100k/Self_BaselineIU_estimations.csv'" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [], + "source": [ + "class selfBaselineIU():\n", + " \n", + " def fit(self, train_ui):\n", + " self.train_ui=train_ui.copy()\n", + " self.train_iu=train_ui.transpose().tocsr()\n", + " \n", + " result=self.train_ui.copy()\n", + " \n", + " self.col_means=np.divide(np.asarray(result.sum(axis=0).ravel())[0], np.diff(self.train_iu.indptr), out=np.zeros(self.train_iu.shape[0]), where=np.diff(self.train_iu.indptr)!=0)\n", + " \n", + " col_means=self.col_means.copy()\n", + " \n", + " max_col_mean=np.max(col_means)\n", + " col_means[col_means==0]=max_col_mean+1\n", + " to_subtract_cols=result.power(0)*sparse.diags(col_means)\n", + " to_subtract_cols.sort_indices() # needed to have valid .data\n", + " \n", + " subtract=to_subtract_cols.data\n", + " subtract[subtract==max_col_mean+1]=0\n", + " \n", + " result.data=result.data-subtract\n", + "\n", + " self.row_means=np.asarray(result.sum(axis=1).ravel())[0]/np.diff(result.indptr)\n", + " \n", + " row_means=self.row_means.copy()\n", + " \n", + " max_row_mean=np.max(row_means)\n", + " row_means[row_means==0]=max_row_mean+1\n", + " to_subtract_rows=sparse.diags(row_means)*result.power(0)\n", + " to_subtract_rows.sort_indices() # needed to have valid .data\n", + " \n", + " subtract=to_subtract_rows.data\n", + " subtract[subtract==max_row_mean+1]=0\n", + " \n", + " result.data=result.data-subtract\n", + "\n", + " return result\n", + " \n", + " \n", + " def recommend(self, user_code_id, item_code_id, topK=10):\n", + " estimations=np.tile(self.row_means[:,None], [1, self.train_ui.shape[1]]) +np.tile(self.col_means, [self.train_ui.shape[0], 1])\n", + " \n", + " top_k = defaultdict(list)\n", + " for nb_user, user in enumerate(estimations):\n", + " \n", + " user_rated=self.train_ui.indices[self.train_ui.indptr[nb_user]:self.train_ui.indptr[nb_user+1]]\n", + " for item, score in enumerate(user):\n", + " if item not in user_rated:\n", + " top_k[user_code_id[nb_user]].append((item_code_id[item], score))\n", + " result=[]\n", + "\n", + " for uid, item_scores in top_k.items():\n", + " item_scores.sort(key=lambda x: x[1], reverse=True)\n", + " result.append([uid]+list(chain(*item_scores[:topK])))\n", + " return result\n", + " \n", + " def estimate(self, user_code_id, item_code_id, test_ui):\n", + " result=[]\n", + " for user, item in zip(*test_ui.nonzero()):\n", + " result.append([user_code_id[user], item_code_id[item], self.row_means[user]+self.col_means[item]])\n", + " return result\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Ready-made baseline - Surprise implementation" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Estimating biases using als...\n" + ] + } + ], + "source": [ + "import surprise as sp\n", + "import time\n", + "\n", + "# Based on surprise.readthedocs.io\n", + "def get_top_n(predictions, n=10):\n", + " \n", + " # Here we create a dictionary which items are lists of pairs (item, score)\n", + " top_n = defaultdict(list)\n", + " for uid, iid, true_r, est, _ in predictions:\n", + " top_n[uid].append((iid, est))\n", + " \n", + " result=[]\n", + " # Let's choose k best items in the format: (user, item1, score1, item2, score2, ...)\n", + " for uid, user_ratings in top_n.items():\n", + " user_ratings.sort(key=lambda x: x[1], reverse=True)\n", + " result.append([uid]+list(chain(*user_ratings[:n]))) \n", + " return result\n", + "\n", + "\n", + "reader = sp.Reader(line_format='user item rating timestamp', sep='\\t')\n", + "trainset = sp.Dataset.load_from_file('./Datasets/ml-100k/train.csv', reader=reader)\n", + "trainset = trainset.build_full_trainset() # -> it is needed for using Surprise package\n", + "\n", + "testset = sp.Dataset.load_from_file('./Datasets/ml-100k/test.csv', reader=reader)\n", + "testset = sp.Trainset.build_testset(testset.build_full_trainset())\n", + "\n", + "algo = sp.BaselineOnly()\n", + "# algo = sp.BaselineOnly(bsl_options={'method':'sgd', 'reg':0, 'n_epochs':2000})\n", + "# observe how bad results gives above algorithm\n", + "# more details http://courses.ischool.berkeley.edu/i290-dm/s11/SECURE/a1-koren.pdf - chapter 2.1\n", + "\n", + "algo.fit(trainset)\n", + "\n", + "antitrainset = trainset.build_anti_testset() # We want to predict ratings of pairs (user, item) which are not in train set\n", + "predictions = algo.test(antitrainset)\n", + "\n", + "top_n = get_top_n(predictions, n=10)\n", + "\n", + "top_n=pd.DataFrame(top_n)\n", + "\n", + "top_n.to_csv('Recommendations generated/ml-100k/Ready_Baseline_reco.csv', index=False, header=False)" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "RMSE: 0.9495\n", + "MAE: 0.7525\n" + ] + }, + { + "data": { + "text/plain": [ + "0.7524871012820799" + ] + }, + "execution_count": 26, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Compute RMSE on testset using buildin functions\n", + "predictions = algo.test(testset)\n", + "sp.accuracy.rmse(predictions, verbose=True)\n", + "\n", + "# Let's also save the results in file\n", + "predictions_df=[]\n", + "for uid, iid, true_r, est, _ in predictions:\n", + " predictions_df.append([uid, iid, est])\n", + " \n", + "predictions_df=pd.DataFrame(predictions_df)\n", + "predictions_df.to_csv('Recommendations generated/ml-100k/Ready_Baseline_estimations.csv', index=False, header=False)\n", + "\n", + "sp.accuracy.mae(predictions, verbose=True)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "##### Let's compare with random" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "RMSE: 1.5100\n", + "MAE: 1.2118\n" + ] + }, + { + "data": { + "text/plain": [ + "1.211847558071457" + ] + }, + "execution_count": 27, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# in surprise random is an algorithm predicting random value regarding to normal distribution estimated from train set\n", + "algo = sp.NormalPredictor()\n", + "algo.fit(trainset)\n", + "\n", + "antitrainset = trainset.build_anti_testset() # We want to predict ratings of pairs (user, item) which are not in train set\n", + "predictions = algo.test(antitrainset)\n", + "\n", + "top_n = get_top_n(predictions, n=10)\n", + "\n", + "top_n=pd.DataFrame(top_n)\n", + "\n", + "top_n.to_csv('Recommendations generated/ml-100k/Ready_Random_reco.csv', index=False, header=False)\n", + "\n", + "# Compute RMSE on testset using buildin functions\n", + "predictions = algo.test(testset)\n", + "sp.accuracy.rmse(predictions, verbose=True)\n", + "\n", + "# Let's also save the results in file\n", + "predictions_df=[]\n", + "for uid, iid, true_r, est, _ in predictions:\n", + " predictions_df.append([uid, iid, est])\n", + " \n", + "predictions_df=pd.DataFrame(predictions_df)\n", + "predictions_df.to_csv('Recommendations generated/ml-100k/Ready_Random_estimations.csv', index=False, header=False)\n", + "\n", + "sp.accuracy.mae(predictions, verbose=True)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.8.3" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/.ipynb_checkpoints/P2. Evaluation-checkpoint.ipynb b/.ipynb_checkpoints/P2. Evaluation-checkpoint.ipynb new file mode 100644 index 0000000..716f9ad --- /dev/null +++ b/.ipynb_checkpoints/P2. Evaluation-checkpoint.ipynb @@ -0,0 +1,1463 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Prepare test set" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": { + "slideshow": { + "slide_type": "-" + } + }, + "outputs": [], + "source": [ + "import pandas as pd\n", + "import numpy as np\n", + "import scipy.sparse as sparse\n", + "from collections import defaultdict\n", + "from itertools import chain\n", + "import random\n", + "from tqdm import tqdm\n", + "\n", + "# In evaluation we do not load train set - it is not needed\n", + "test=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None)\n", + "test.columns=['user', 'item', 'rating', 'timestamp']\n", + "\n", + "test['user_code'] = test['user'].astype(\"category\").cat.codes\n", + "test['item_code'] = test['item'].astype(\"category\").cat.codes\n", + "\n", + "user_code_id = dict(enumerate(test['user'].astype(\"category\").cat.categories))\n", + "user_id_code = dict((v, k) for k, v in user_code_id.items())\n", + "item_code_id = dict(enumerate(test['item'].astype(\"category\").cat.categories))\n", + "item_id_code = dict((v, k) for k, v in item_code_id.items())\n", + "\n", + "test_ui = sparse.csr_matrix((test['rating'], (test['user_code'], test['item_code'])))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Estimations metrics" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [], + "source": [ + "estimations_df=pd.read_csv('Recommendations generated/ml-100k/Ready_Baseline_estimations.csv', header=None)\n", + "estimations_df.columns=['user', 'item' ,'score']\n", + "\n", + "estimations_df['user_code']=[user_id_code[user] for user in estimations_df['user']]\n", + "estimations_df['item_code']=[item_id_code[item] for item in estimations_df['item']]\n", + "estimations=sparse.csr_matrix((estimations_df['score'], (estimations_df['user_code'], estimations_df['item_code'])), shape=test_ui.shape)" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [], + "source": [ + "def estimations_metrics(test_ui, estimations):\n", + " result=[]\n", + "\n", + " RMSE=(np.sum((estimations.data-test_ui.data)**2)/estimations.nnz)**(1/2)\n", + " result.append(['RMSE', RMSE])\n", + "\n", + " MAE=np.sum(abs(estimations.data-test_ui.data))/estimations.nnz\n", + " result.append(['MAE', MAE])\n", + " \n", + " df_result=(pd.DataFrame(list(zip(*result))[1])).T\n", + " df_result.columns=list(zip(*result))[0]\n", + " return df_result" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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RMSEMAE
00.9494590.752487
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" + ], + "text/plain": [ + " RMSE MAE\n", + "0 0.949459 0.752487" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# in case of error (in the laboratories) you might have to switch to the other version of pandas\n", + "# try !pip3 install pandas=='1.0.3' (or pip if you use python 2) and restart the kernel\n", + "\n", + "estimations_metrics(test_ui, estimations)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Ranking metrics" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[663, 475, 62, ..., 472, 269, 503],\n", + " [ 48, 313, 475, ..., 591, 175, 466],\n", + " [351, 313, 475, ..., 591, 175, 466],\n", + " ...,\n", + " [259, 313, 475, ..., 11, 591, 175],\n", + " [ 33, 313, 475, ..., 11, 591, 175],\n", + " [ 77, 313, 475, ..., 11, 591, 175]])" + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import numpy as np\n", + "reco = np.loadtxt('Recommendations generated/ml-100k/Ready_Baseline_reco.csv', delimiter=',')\n", + "# Let's ignore scores - they are not used in evaluation: \n", + "users=reco[:,:1]\n", + "items=reco[:,1::2]\n", + "# Let's use inner ids instead of real ones\n", + "users=np.vectorize(lambda x: user_id_code.setdefault(x, -1))(users)\n", + "items=np.vectorize(lambda x: item_id_code.setdefault(x, -1))(items) # maybe items we recommend are not in test set\n", + "# Let's put them into one array\n", + "reco=np.concatenate((users, items), axis=1)\n", + "reco" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [], + "source": [ + "def ranking_metrics(test_ui, reco, super_reactions=[], topK=10):\n", + " \n", + " nb_items=test_ui.shape[1]\n", + " relevant_users, super_relevant_users, prec, rec, F_1, F_05, prec_super, rec_super, ndcg, mAP, MRR, LAUC, HR=\\\n", + " 0,0,0,0,0,0,0,0,0,0,0,0,0\n", + " \n", + " cg = (1.0 / np.log2(np.arange(2, topK + 2)))\n", + " cg_sum = np.cumsum(cg)\n", + " \n", + " for (nb_user, user) in tqdm(enumerate(reco[:,0])):\n", + " u_rated_items=test_ui.indices[test_ui.indptr[user]:test_ui.indptr[user+1]]\n", + " nb_u_rated_items=len(u_rated_items)\n", + " if nb_u_rated_items>0: # skip users with no items in test set (still possible that there will be no super items)\n", + " relevant_users+=1\n", + " \n", + " u_super_items=u_rated_items[np.vectorize(lambda x: x in super_reactions)\\\n", + " (test_ui.data[test_ui.indptr[user]:test_ui.indptr[user+1]])]\n", + " # more natural seems u_super_items=[item for item in u_rated_items if test_ui[user,item] in super_reactions]\n", + " # but accesing test_ui[user,item] is expensive -we should avoid doing it\n", + " if len(u_super_items)>0:\n", + " super_relevant_users+=1\n", + " \n", + " user_successes=np.zeros(topK)\n", + " nb_user_successes=0\n", + " user_super_successes=np.zeros(topK)\n", + " nb_user_super_successes=0\n", + " \n", + " # evaluation\n", + " for (item_position,item) in enumerate(reco[nb_user,1:topK+1]):\n", + " if item in u_rated_items:\n", + " user_successes[item_position]=1\n", + " nb_user_successes+=1\n", + " if item in u_super_items:\n", + " user_super_successes[item_position]=1\n", + " nb_user_super_successes+=1\n", + " \n", + " prec_u=nb_user_successes/topK \n", + " prec+=prec_u\n", + " \n", + " rec_u=nb_user_successes/nb_u_rated_items\n", + " rec+=rec_u\n", + " \n", + " F_1+=2*(prec_u*rec_u)/(prec_u+rec_u) if prec_u+rec_u>0 else 0\n", + " F_05+=(0.5**2+1)*(prec_u*rec_u)/(0.5**2*prec_u+rec_u) if prec_u+rec_u>0 else 0\n", + " \n", + " prec_super+=nb_user_super_successes/topK\n", + " rec_super+=nb_user_super_successes/max(len(u_super_items),1) # to set 0 if no super items\n", + " ndcg+=np.dot(user_successes,cg)/cg_sum[min(topK, nb_u_rated_items)-1]\n", + " \n", + " cumsum_successes=np.cumsum(user_successes)\n", + " mAP+=np.dot(cumsum_successes/np.arange(1,topK+1), user_successes)/min(topK, nb_u_rated_items)\n", + " MRR+=1/(user_successes.nonzero()[0][0]+1) if user_successes.nonzero()[0].size>0 else 0\n", + " LAUC+=(np.dot(cumsum_successes, 1-user_successes)+\\\n", + " (nb_user_successes+nb_u_rated_items)/2*((nb_items-nb_u_rated_items)-(topK-nb_user_successes)))/\\\n", + " ((nb_items-nb_u_rated_items)*nb_u_rated_items)\n", + " \n", + " HR+=nb_user_successes>0\n", + " \n", + " \n", + " result=[]\n", + " result.append(('precision', prec/relevant_users))\n", + " result.append(('recall', rec/relevant_users))\n", + " result.append(('F_1', F_1/relevant_users))\n", + " result.append(('F_05', F_05/relevant_users))\n", + " result.append(('precision_super', prec_super/super_relevant_users))\n", + " result.append(('recall_super', rec_super/super_relevant_users))\n", + " result.append(('NDCG', ndcg/relevant_users))\n", + " result.append(('mAP', mAP/relevant_users))\n", + " result.append(('MRR', MRR/relevant_users))\n", + " result.append(('LAUC', LAUC/relevant_users))\n", + " result.append(('HR', HR/relevant_users))\n", + "\n", + " df_result=(pd.DataFrame(list(zip(*result))[1])).T\n", + " df_result.columns=list(zip(*result))[0]\n", + " return df_result" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "943it [00:00, 10596.27it/s]\n" + ] + }, + { + "data": { + "text/html": [ + "
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precisionrecallF_1F_05precision_superrecall_superNDCGmAPMRRLAUCHR
00.091410.0376520.046030.0612860.0796140.0564630.0959570.0431780.1981930.5155010.437964
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" + ], + "text/plain": [ + " precision recall F_1 F_05 precision_super recall_super \\\n", + "0 0.09141 0.037652 0.04603 0.061286 0.079614 0.056463 \n", + "\n", + " NDCG mAP MRR LAUC HR \n", + "0 0.095957 0.043178 0.198193 0.515501 0.437964 " + ] + }, + "execution_count": 20, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "ranking_metrics(test_ui, reco, super_reactions=[4,5], topK=10)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Diversity metrics" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [], + "source": [ + "def diversity_metrics(test_ui, reco, topK=10):\n", + " \n", + " frequencies=defaultdict(int)\n", + " \n", + " # let's assign 0 to all items in test set\n", + " for item in list(set(test_ui.indices)):\n", + " frequencies[item]=0\n", + " \n", + " # counting frequencies\n", + " for item in reco[:,1:].flat:\n", + " frequencies[item]+=1\n", + " \n", + " nb_reco_outside_test=frequencies[-1]\n", + " del frequencies[-1]\n", + " \n", + " frequencies=np.array(list(frequencies.values()))\n", + " \n", + " nb_rec_items=len(frequencies[frequencies>0])\n", + " nb_reco_inside_test=np.sum(frequencies)\n", + " \n", + " frequencies=frequencies/np.sum(frequencies)\n", + " frequencies=np.sort(frequencies)\n", + " \n", + " with np.errstate(divide='ignore'): # let's put zeros put items with 0 frequency and ignore division warning\n", + " log_frequencies=np.nan_to_num(np.log(frequencies), posinf=0, neginf=0)\n", + " \n", + " result=[]\n", + " result.append(('Reco in test', nb_reco_inside_test/(nb_reco_inside_test+nb_reco_outside_test)))\n", + " result.append(('Test coverage', nb_rec_items/test_ui.shape[1]))\n", + " result.append(('Shannon', -np.dot(frequencies, log_frequencies)))\n", + " result.append(('Gini', np.dot(frequencies, np.arange(1-len(frequencies), len(frequencies), 2))/(len(frequencies)-1)))\n", + " \n", + " df_result=(pd.DataFrame(list(zip(*result))[1])).T\n", + " df_result.columns=list(zip(*result))[0]\n", + " return df_result" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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Reco in testTest coverageShannonGini
01.00.0339112.8365130.991139
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" + ], + "text/plain": [ + " Reco in test Test coverage Shannon Gini\n", + "0 1.0 0.033911 2.836513 0.991139" + ] + }, + "execution_count": 22, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# in case of errors try !pip3 install numpy==1.18.4 (or pip if you use python 2) and restart the kernel\n", + "\n", + "import evaluation_measures as ev\n", + "import imp\n", + "imp.reload(ev)\n", + "\n", + "x=diversity_metrics(test_ui, reco, topK=10)\n", + "x" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# To be used in other notebooks" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "943it [00:00, 9831.71it/s]\n" + ] + }, + { + "data": { + "text/html": [ + "
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RMSEMAEprecisionrecallF_1F_05precision_superrecall_superNDCGmAPMRRLAUCHRReco in testTest coverageShannonGini
00.9494590.7524870.091410.0376520.046030.0612860.0796140.0564630.0959570.0431780.1981930.5155010.4379641.00.0339112.8365130.991139
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" + ], + "text/plain": [ + " RMSE MAE precision recall F_1 F_05 \\\n", + "0 0.949459 0.752487 0.09141 0.037652 0.04603 0.061286 \n", + "\n", + " precision_super recall_super NDCG mAP MRR LAUC \\\n", + "0 0.079614 0.056463 0.095957 0.043178 0.198193 0.515501 \n", + "\n", + " HR Reco in test Test coverage Shannon Gini \n", + "0 0.437964 1.0 0.033911 2.836513 0.991139 " + ] + }, + "execution_count": 23, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import evaluation_measures as ev\n", + "import imp\n", + "imp.reload(ev)\n", + "\n", + "estimations_df=pd.read_csv('Recommendations generated/ml-100k/Ready_Baseline_estimations.csv', header=None)\n", + "reco=np.loadtxt('Recommendations generated/ml-100k/Ready_Baseline_reco.csv', delimiter=',')\n", + "\n", + "ev.evaluate(test=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None),\n", + " estimations_df=estimations_df, \n", + " reco=reco,\n", + " super_reactions=[4,5])\n", + "#also you can just type ev.evaluate_all(estimations_df, reco) - I put above values as default" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "943it [00:00, 11236.19it/s]\n", + "943it [00:00, 10128.11it/s]\n", + "943it [00:00, 10299.38it/s]\n", + "943it [00:00, 10525.19it/s]\n" + ] + }, + { + "ename": "OSError", + "evalue": "Recommendations generated/ml-100k/Ready_I-KNNWithZScore.csv_reco.csv not found.", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mOSError\u001b[0m Traceback (most recent call last)", + "\u001b[1;32m\u001b[0m in \u001b[0;36m\u001b[1;34m\u001b[0m\n\u001b[0;32m 7\u001b[0m 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default\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n", + "\u001b[1;32m~\\Desktop\\warsztaty\\moje\\evaluation_measures.py\u001b[0m in \u001b[0;36mevaluate_all\u001b[1;34m(test, dir_path, super_reactions, topK)\u001b[0m\n\u001b[0;32m 205\u001b[0m \u001b[1;32mfor\u001b[0m \u001b[0mmodel\u001b[0m \u001b[1;32min\u001b[0m \u001b[0mmodels\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 206\u001b[0m \u001b[0mestimations_df\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mpd\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mread_csv\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;34m'{}{}_estimations.csv'\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mformat\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mdir_path\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mmodel\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mreplace\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;34m\".csv\"\u001b[0m\u001b[1;33m,\u001b[0m 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\u001b[1;32mraise\u001b[0m \u001b[0mIOError\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;34m\"%s not found.\"\u001b[0m \u001b[1;33m%\u001b[0m \u001b[0mpath\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m 624\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 625\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n", + "\u001b[1;31mOSError\u001b[0m: Recommendations generated/ml-100k/Ready_I-KNNWithZScore.csv_reco.csv not found." + ] + } + ], + "source": [ + "import evaluation_measures as ev\n", + "import imp\n", + "imp.reload(ev)\n", + "\n", + "dir_path=\"Recommendations generated/ml-100k/\"\n", + "super_reactions=[4,5]\n", + "test=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None)\n", + "\n", + "df=ev.evaluate_all(test, dir_path, super_reactions)\n", + "#also you can just type ev.evaluate_all() - I put above values as default" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "df.iloc[:,:9]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "df.iloc[:,np.append(0,np.arange(9, df.shape[1]))]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Check metrics on toy dataset" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import evaluation_measures as ev\n", + "import imp\n", + "import helpers\n", + "imp.reload(ev)\n", + "\n", + "dir_path=\"Recommendations generated/toy-example/\"\n", + "super_reactions=[4,5]\n", + "test=pd.read_csv('./Datasets/toy-example/test.csv', sep='\\t', header=None)\n", + "\n", + "display(ev.evaluate_all(test, dir_path, super_reactions, topK=3))\n", + "#also you can just type ev.evaluate_all() - I put above values as default\n", + "\n", + "toy_train_read=pd.read_csv('./Datasets/toy-example/train.csv', sep='\\t', header=None, names=['user', 'item', 'rating', 'timestamp'])\n", + "toy_test_read=pd.read_csv('./Datasets/toy-example/test.csv', sep='\\t', header=None, names=['user', 'item', 'rating', 'timestamp'])\n", + "reco=pd.read_csv('Recommendations generated/toy-example/Self_BaselineUI_reco.csv', header=None)\n", + "estimations=pd.read_csv('Recommendations generated/toy-example/Self_BaselineUI_estimations.csv', names=['user', 'item', 'est_score'])\n", + "toy_train_ui, toy_test_ui, toy_user_code_id, toy_user_id_code, \\\n", + "toy_item_code_id, toy_item_id_code = helpers.data_to_csr(toy_train_read, toy_test_read)\n", + "\n", + "print('Training data:')\n", + "display(toy_train_ui.todense())\n", + "\n", + "print('Test data:')\n", + "display(toy_test_ui.todense())\n", + "\n", + "print('Recommendations:')\n", + "display(reco)\n", + "\n", + "print('Estimations:')\n", + "display(estimations)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Sample recommendations" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Here is what user rated high:\n" + ] + }, + { + "data": { + "text/html": [ + "
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userratingtitlegenres
15315Toy Story (1995)Animation, Children's, Comedy
5796215Wrong Trousers, The (1993)Animation, Comedy
5284515Antonia's Line (1995)Drama
2381115Chasing Amy (1997)Drama, Romance
5349415Nightmare Before Christmas, The (1993)Children's, Comedy, Musical
2337715Eat Drink Man Woman (1994)Comedy, Drama
542491512 Angry Men (1957)Drama
5686915Henry V (1989)Drama, War
2217415Groundhog Day (1993)Comedy, Romance
2174215Good, The Bad and The Ugly, The (1966)Action, Western
5191515Mighty Aphrodite (1995)Comedy
5821815Chasing Amy (1997)Drama, Romance
5844015Manon of the Spring (Manon des sources) (1986)Drama
2012015Return of the Jedi (1983)Action, Adventure, Romance, Sci-Fi, War
1904315Mars Attacks! (1996)Action, Comedy, Sci-Fi, War
\n", + "
" + ], + "text/plain": [ + " user rating title \\\n", + "153 1 5 Toy Story (1995) \n", + "57962 1 5 Wrong Trousers, The (1993) \n", + "52845 1 5 Antonia's Line (1995) \n", + "23811 1 5 Chasing Amy (1997) \n", + "53494 1 5 Nightmare Before Christmas, The (1993) \n", + "23377 1 5 Eat Drink Man Woman (1994) \n", + "54249 1 5 12 Angry Men (1957) \n", + "56869 1 5 Henry V (1989) \n", + "22174 1 5 Groundhog Day (1993) \n", + "21742 1 5 Good, The Bad and The Ugly, The (1966) \n", + "51915 1 5 Mighty Aphrodite (1995) \n", + "58218 1 5 Chasing Amy (1997) \n", + "58440 1 5 Manon of the Spring (Manon des sources) (1986) \n", + "20120 1 5 Return of the Jedi (1983) \n", + "19043 1 5 Mars Attacks! (1996) \n", + "\n", + " genres \n", + "153 Animation, Children's, Comedy \n", + "57962 Animation, Comedy \n", + "52845 Drama \n", + "23811 Drama, Romance \n", + "53494 Children's, Comedy, Musical \n", + "23377 Comedy, Drama \n", + "54249 Drama \n", + "56869 Drama, War \n", + "22174 Comedy, Romance \n", + "21742 Action, Western \n", + "51915 Comedy \n", + "58218 Drama, Romance \n", + "58440 Drama \n", + "20120 Action, Adventure, Romance, Sci-Fi, War \n", + "19043 Action, Comedy, Sci-Fi, War " + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Here is what we recommend:\n" + ] + }, + { + "data": { + "text/html": [ + "
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userrec_nbtitlegenres
01.01Great Day in Harlem, A (1994)Documentary
9421.02Tough and Deadly (1995)Action, Drama, Thriller
18841.03Aiqing wansui (1994)Drama
28261.04Delta of Venus (1994)Drama
37681.05Someone Else's America (1995)Drama
47101.06Saint of Fort Washington, The (1993)Drama
56521.07Celestial Clockwork (1994)Comedy
65941.08Some Mother's Son (1996)Drama
75351.09Prefontaine (1997)Drama
84771.010Santa with Muscles (1996)Comedy
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" + ], + "text/plain": [ + " user rec_nb title \\\n", + "0 1.0 1 Great Day in Harlem, A (1994) \n", + "942 1.0 2 Tough and Deadly (1995) \n", + "1884 1.0 3 Aiqing wansui (1994) \n", + "2826 1.0 4 Delta of Venus (1994) \n", + "3768 1.0 5 Someone Else's America (1995) \n", + "4710 1.0 6 Saint of Fort Washington, The (1993) \n", + "5652 1.0 7 Celestial Clockwork (1994) \n", + "6594 1.0 8 Some Mother's Son (1996) \n", + "7535 1.0 9 Prefontaine (1997) \n", + "8477 1.0 10 Santa with Muscles (1996) \n", + "\n", + " genres \n", + "0 Documentary \n", + "942 Action, Drama, Thriller \n", + "1884 Drama \n", + "2826 Drama \n", + "3768 Drama \n", + "4710 Drama \n", + "5652 Comedy \n", + "6594 Drama \n", + "7535 Drama \n", + "8477 Comedy " + ] + }, + "execution_count": 25, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "train=pd.read_csv('./Datasets/ml-100k/train.csv', sep='\\t', header=None, names=['user', 'item', 'rating', 'timestamp'])\n", + "items=pd.read_csv('./Datasets/ml-100k/movies.csv')\n", + "\n", + "user=random.choice(list(set(train['user'])))\n", + "\n", + "train_content=pd.merge(train, items, left_on='item', right_on='id')\n", + "\n", + "print('Here is what user rated high:')\n", + "display(train_content[train_content['user']==user][['user', 'rating', 'title', 'genres']]\\\n", + " .sort_values(by='rating', ascending=False)[:15])\n", + "\n", + "reco = np.loadtxt('Recommendations generated/ml-100k/Self_BaselineUI_reco.csv', delimiter=',')\n", + "items=pd.read_csv('./Datasets/ml-100k/movies.csv')\n", + "\n", + "# Let's ignore scores - they are not used in evaluation: \n", + "reco_users=reco[:,:1]\n", + "reco_items=reco[:,1::2]\n", + "# Let's put them into one array\n", + "reco=np.concatenate((reco_users, reco_items), axis=1)\n", + "\n", + "# Let's rebuild it user-item dataframe\n", + "recommended=[]\n", + "for row in reco:\n", + " for rec_nb, entry in enumerate(row[1:]):\n", + " recommended.append((row[0], rec_nb+1, entry))\n", + "recommended=pd.DataFrame(recommended, columns=['user','rec_nb', 'item'])\n", + "\n", + "recommended_content=pd.merge(recommended, items, left_on='item', right_on='id')\n", + "\n", + "print('Here is what we recommend:')\n", + "recommended_content[recommended_content['user']==user][['user', 'rec_nb', 'title', 'genres']].sort_values(by='rec_nb')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# project task 3: implement some other evaluation measure" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [], + "source": [ + "# it may be your idea, modification of what we have already implemented \n", + "# (for example Hit2 rate which would count as a success users whoreceived at least 2 relevant recommendations) \n", + "# or something well-known\n", + "# expected output: modification of evaluation_measures.py such that evaluate_all will also display your measure" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "943it [00:00, 12346.28it/s]\n", + "943it [00:00, 9951.36it/s]\n", + "943it [00:00, 10833.90it/s]\n", + "943it [00:00, 10505.70it/s]\n", + "943it [00:00, 10502.72it/s]\n", + "943it [00:00, 10505.98it/s]\n", + "943it [00:00, 10449.06it/s]\n", + "943it [00:00, 11646.25it/s]\n", + "943it [00:00, 8780.32it/s]\n", + "943it [00:00, 10063.91it/s]\n", + "943it [00:00, 10621.71it/s]\n" + ] + }, + { + "data": { + "text/html": [ + "
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ModelRMSEMAEprecisionrecallF_1F_05precision_superrecall_superNDCGmAPMRRLAUCHRReco in testTest coverageShannonGini
0Self_TopPop2.5082582.2179090.1888650.1169190.1187320.1415840.1304720.1374730.2146510.1117070.4009390.5555460.7656421.0000000.0389613.1590790.987317
0Ready_Baseline0.9494590.7524870.0914100.0376520.0460300.0612860.0796140.0564630.0959570.0431780.1981930.5155010.4379641.0000000.0339112.8365130.991139
0Self_GlobalAvg1.1257600.9435340.0611880.0259680.0313830.0413430.0405580.0321070.0676950.0274700.1711870.5095460.3849421.0000000.0259742.7117720.992003
0Ready_Random1.5100301.2118480.0500530.0223670.0259840.0337270.0306870.0232550.0553920.0216020.1376900.5077130.3382820.9879110.1875905.1118780.906685
0Ready_I-KNN1.0303860.8130670.0260870.0069080.0105930.0160460.0211370.0095220.0242140.0089580.0480680.4998850.1548250.4023330.4343435.1336500.877999
0Ready_I-KNNWithMeans0.9559210.7540370.0049840.0032250.0034060.0039560.0045060.0038610.0068150.0029060.0203320.4979690.0392360.5876990.0714292.6992780.991353
0Ready_I-KNNBaseline0.9353270.7374240.0025450.0007550.0011050.0016020.0022530.0009300.0034440.0013620.0117600.4967240.0212090.4828210.0598852.2325780.994487
0Ready_U-KNN1.0234950.8079130.0007420.0002050.0003050.0004490.0005360.0001980.0008450.0002740.0027440.4964410.0074230.6021210.0108232.0891860.995706
0Self_TopRated2.5082582.2179090.0009540.0001880.0002980.0004810.0006440.0002230.0010430.0003350.0033480.4964330.0095440.6990460.0050511.9459100.995669
0Self_BaselineUI0.9675850.7627400.0009540.0001700.0002780.0004630.0006440.0001890.0007520.0001680.0016770.4964240.0095440.6005300.0050511.8031260.996380
0Self_IKNN1.0183630.8087930.0003180.0001080.0001400.0001890.0000000.0000000.0002140.0000370.0003680.4963910.0031810.3921530.1154404.1747410.965327
\n", + "
" + ], + "text/plain": [ + " Model RMSE MAE precision recall F_1 \\\n", + "0 Self_TopPop 2.508258 2.217909 0.188865 0.116919 0.118732 \n", + "0 Ready_Baseline 0.949459 0.752487 0.091410 0.037652 0.046030 \n", + "0 Self_GlobalAvg 1.125760 0.943534 0.061188 0.025968 0.031383 \n", + "0 Ready_Random 1.510030 1.211848 0.050053 0.022367 0.025984 \n", + "0 Ready_I-KNN 1.030386 0.813067 0.026087 0.006908 0.010593 \n", + "0 Ready_I-KNNWithMeans 0.955921 0.754037 0.004984 0.003225 0.003406 \n", + "0 Ready_I-KNNBaseline 0.935327 0.737424 0.002545 0.000755 0.001105 \n", + "0 Ready_U-KNN 1.023495 0.807913 0.000742 0.000205 0.000305 \n", + "0 Self_TopRated 2.508258 2.217909 0.000954 0.000188 0.000298 \n", + "0 Self_BaselineUI 0.967585 0.762740 0.000954 0.000170 0.000278 \n", + "0 Self_IKNN 1.018363 0.808793 0.000318 0.000108 0.000140 \n", + "\n", + " F_05 precision_super recall_super NDCG mAP MRR \\\n", + "0 0.141584 0.130472 0.137473 0.214651 0.111707 0.400939 \n", + "0 0.061286 0.079614 0.056463 0.095957 0.043178 0.198193 \n", + "0 0.041343 0.040558 0.032107 0.067695 0.027470 0.171187 \n", + "0 0.033727 0.030687 0.023255 0.055392 0.021602 0.137690 \n", + "0 0.016046 0.021137 0.009522 0.024214 0.008958 0.048068 \n", + "0 0.003956 0.004506 0.003861 0.006815 0.002906 0.020332 \n", + "0 0.001602 0.002253 0.000930 0.003444 0.001362 0.011760 \n", + "0 0.000449 0.000536 0.000198 0.000845 0.000274 0.002744 \n", + "0 0.000481 0.000644 0.000223 0.001043 0.000335 0.003348 \n", + "0 0.000463 0.000644 0.000189 0.000752 0.000168 0.001677 \n", + "0 0.000189 0.000000 0.000000 0.000214 0.000037 0.000368 \n", + "\n", + " LAUC HR Reco in test Test coverage Shannon Gini \n", + "0 0.555546 0.765642 1.000000 0.038961 3.159079 0.987317 \n", + "0 0.515501 0.437964 1.000000 0.033911 2.836513 0.991139 \n", + "0 0.509546 0.384942 1.000000 0.025974 2.711772 0.992003 \n", + "0 0.507713 0.338282 0.987911 0.187590 5.111878 0.906685 \n", + "0 0.499885 0.154825 0.402333 0.434343 5.133650 0.877999 \n", + "0 0.497969 0.039236 0.587699 0.071429 2.699278 0.991353 \n", + "0 0.496724 0.021209 0.482821 0.059885 2.232578 0.994487 \n", + "0 0.496441 0.007423 0.602121 0.010823 2.089186 0.995706 \n", + "0 0.496433 0.009544 0.699046 0.005051 1.945910 0.995669 \n", + "0 0.496424 0.009544 0.600530 0.005051 1.803126 0.996380 \n", + "0 0.496391 0.003181 0.392153 0.115440 4.174741 0.965327 " + ] + }, + "execution_count": 30, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dir_path='Recommendations generated/ml-100k/'\n", + "super_reactions=[4,5]\n", + "test=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None)\n", + "\n", + "ev.evaluate_all(test, dir_path, super_reactions)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.8.3" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/.ipynb_checkpoints/P3. k-nearest neighbours-checkpoint.ipynb b/.ipynb_checkpoints/P3. k-nearest neighbours-checkpoint.ipynb new file mode 100644 index 0000000..c3bab2b --- /dev/null +++ b/.ipynb_checkpoints/P3. k-nearest neighbours-checkpoint.ipynb @@ -0,0 +1,928 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Self made simplified I-KNN" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import helpers\n", + "import pandas as pd\n", + "import numpy as np\n", + "import scipy.sparse as sparse\n", + "from collections import defaultdict\n", + "from itertools import chain\n", + "import random\n", + "\n", + "train_read=pd.read_csv('./Datasets/ml-100k/train.csv', sep='\\t', header=None)\n", + "test_read=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None)\n", + "train_ui, test_ui, user_code_id, user_id_code, item_code_id, item_id_code = helpers.data_to_csr(train_read, test_read)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "class IKNN():\n", + " \n", + " def fit(self, train_ui):\n", + " self.train_ui=train_ui\n", + " \n", + " train_iu=train_ui.transpose()\n", + " norms=np.linalg.norm(train_iu.A, axis=1) # here we compute lenth of each item ratings vector\n", + " norms=np.vectorize(lambda x: max(x,1))(norms[:,None]) # to avoid dividing by zero\n", + "\n", + " normalized_train_iu=sparse.csr_matrix(train_iu/norms)\n", + "\n", + " self.similarity_matrix_ii=normalized_train_iu*normalized_train_iu.transpose()\n", + " \n", + " self.estimations=np.array(train_ui*self.similarity_matrix_ii/((train_ui>0)*self.similarity_matrix_ii))\n", + " \n", + " def recommend(self, user_code_id, item_code_id, topK=10):\n", + " \n", + " top_k = defaultdict(list)\n", + " for nb_user, user in enumerate(self.estimations):\n", + " \n", + " user_rated=self.train_ui.indices[self.train_ui.indptr[nb_user]:self.train_ui.indptr[nb_user+1]]\n", + " for item, score in enumerate(user):\n", + " if item not in user_rated and not np.isnan(score):\n", + " top_k[user_code_id[nb_user]].append((item_code_id[item], score))\n", + " result=[]\n", + " # Let's choose k best items in the format: (user, item1, score1, item2, score2, ...)\n", + " for uid, item_scores in top_k.items():\n", + " item_scores.sort(key=lambda x: x[1], reverse=True)\n", + " result.append([uid]+list(chain(*item_scores[:topK])))\n", + " return result\n", + " \n", + " def estimate(self, user_code_id, item_code_id, test_ui):\n", + " result=[]\n", + " for user, item in zip(*test_ui.nonzero()):\n", + " result.append([user_code_id[user], item_code_id[item], \n", + " self.estimations[user,item] if not np.isnan(self.estimations[user,item]) else 1])\n", + " return result" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "toy train ui:\n" + ] + }, + { + "data": { + "text/plain": [ + "array([[3, 4, 0, 0, 5, 0, 0, 4],\n", + " [0, 1, 2, 3, 0, 0, 0, 0],\n", + " [0, 0, 0, 5, 0, 3, 4, 0]], dtype=int64)" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "similarity matrix:\n" + ] + }, + { + "data": { + "text/plain": [ + "array([[1. , 0.9701425 , 0. , 0. , 1. ,\n", + " 0. , 0. , 1. ],\n", + " [0.9701425 , 1. , 0.24253563, 0.12478355, 0.9701425 ,\n", + " 0. , 0. , 0.9701425 ],\n", + " [0. , 0.24253563, 1. , 0.51449576, 0. ,\n", + " 0. , 0. , 0. ],\n", + " [0. , 0.12478355, 0.51449576, 1. , 0. ,\n", + " 0.85749293, 0.85749293, 0. ],\n", + " [1. , 0.9701425 , 0. , 0. , 1. ,\n", + " 0. , 0. , 1. ],\n", + " [0. , 0. , 0. , 0.85749293, 0. ,\n", + " 1. , 1. , 0. ],\n", + " [0. , 0. , 0. , 0.85749293, 0. ,\n", + " 1. , 1. , 0. ],\n", + " [1. , 0.9701425 , 0. , 0. , 1. ,\n", + " 0. , 0. , 1. ]])" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "estimations matrix:\n" + ] + }, + { + "data": { + "text/plain": [ + "array([[4. , 4. , 4. , 4. , 4. ,\n", + " nan, nan, 4. ],\n", + " [1. , 1.35990333, 2.15478388, 2.53390319, 1. ,\n", + " 3. , 3. , 1. ],\n", + " [ nan, 5. , 5. , 4.05248907, nan,\n", + " 3.95012863, 3.95012863, nan]])" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/plain": [ + "[[0, 20, 4.0, 30, 4.0],\n", + " [10, 50, 3.0, 60, 3.0, 0, 1.0, 40, 1.0, 70, 1.0],\n", + " [20, 10, 5.0, 20, 5.0]]" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# toy example\n", + "toy_train_read=pd.read_csv('./Datasets/toy-example/train.csv', sep='\\t', header=None, names=['user', 'item', 'rating', 'timestamp'])\n", + "toy_test_read=pd.read_csv('./Datasets/toy-example/test.csv', sep='\\t', header=None, names=['user', 'item', 'rating', 'timestamp'])\n", + "\n", + "toy_train_ui, toy_test_ui, toy_user_code_id, toy_user_id_code, \\\n", + "toy_item_code_id, toy_item_id_code = helpers.data_to_csr(toy_train_read, toy_test_read)\n", + "\n", + "\n", + "model=IKNN()\n", + "model.fit(toy_train_ui)\n", + "\n", + "print('toy train ui:')\n", + "display(toy_train_ui.A)\n", + "\n", + "print('similarity matrix:')\n", + "display(model.similarity_matrix_ii.A)\n", + "\n", + "print('estimations matrix:')\n", + "display(model.estimations)\n", + "\n", + "model.recommend(toy_user_code_id, toy_item_code_id)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "model=IKNN()\n", + "model.fit(train_ui)\n", + "\n", + "top_n=pd.DataFrame(model.recommend(user_code_id, item_code_id, topK=10))\n", + "\n", + "top_n.to_csv('Recommendations generated/ml-100k/Self_IKNN_reco.csv', index=False, header=False)\n", + "\n", + "estimations=pd.DataFrame(model.estimate(user_code_id, item_code_id, test_ui))\n", + "estimations.to_csv('Recommendations generated/ml-100k/Self_IKNN_estimations.csv', index=False, header=False)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "943it [00:00, 9857.83it/s]\n" + ] + }, + { + "data": { + "text/html": [ + "
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RMSEMAEprecisionrecallF_1F_05precision_superrecall_superNDCGmAPMRRLAUCHRReco in testTest coverageShannonGini
01.0183630.8087930.0003180.0001080.000140.0001890.00.00.0002140.0000370.0003680.4963910.0031810.3921530.115444.1747410.965327
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" + ], + "text/plain": [ + " RMSE MAE precision recall F_1 F_05 \\\n", + "0 1.018363 0.808793 0.000318 0.000108 0.00014 0.000189 \n", + "\n", + " precision_super recall_super NDCG mAP MRR LAUC \\\n", + "0 0.0 0.0 0.000214 0.000037 0.000368 0.496391 \n", + "\n", + " HR Reco in test Test coverage Shannon Gini \n", + "0 0.003181 0.392153 0.11544 4.174741 0.965327 " + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import evaluation_measures as ev\n", + "estimations_df=pd.read_csv('Recommendations generated/ml-100k/Self_IKNN_estimations.csv', header=None)\n", + "reco=np.loadtxt('Recommendations generated/ml-100k/Self_IKNN_reco.csv', delimiter=',')\n", + "\n", + "ev.evaluate(test=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None),\n", + " estimations_df=estimations_df, \n", + " reco=reco,\n", + " super_reactions=[4,5])" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "943it [00:00, 10147.78it/s]\n", + "943it [00:00, 10520.51it/s]\n", + "943it [00:00, 11271.54it/s]\n", + "943it [00:00, 10559.24it/s]\n", + "943it [00:00, 11481.70it/s]\n", + "943it [00:00, 11630.19it/s]\n", + "943it [00:00, 12812.28it/s]\n", + "943it [00:00, 11515.83it/s]\n", + "943it [00:00, 12422.75it/s]\n", + "943it [00:00, 10454.80it/s]\n", + "943it [00:00, 10060.84it/s]\n" + ] + }, + { + "data": { + "text/html": [ + "
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ModelRMSEMAEprecisionrecallF_1F_05precision_superrecall_superNDCGmAPMRRLAUCHRReco in testTest coverageShannonGini
0Self_TopPop2.5082582.2179090.1888650.1169190.1187320.1415840.1304720.1374730.2146510.1117070.4009390.5555460.7656421.0000000.0389613.1590790.987317
0Ready_Baseline0.9494590.7524870.0914100.0376520.0460300.0612860.0796140.0564630.0959570.0431780.1981930.5155010.4379641.0000000.0339112.8365130.991139
0Self_GlobalAvg1.1257600.9435340.0611880.0259680.0313830.0413430.0405580.0321070.0676950.0274700.1711870.5095460.3849421.0000000.0259742.7117720.992003
0Ready_Random1.5100301.2118480.0500530.0223670.0259840.0337270.0306870.0232550.0553920.0216020.1376900.5077130.3382820.9879110.1875905.1118780.906685
0Ready_I-KNN1.0303860.8130670.0260870.0069080.0105930.0160460.0211370.0095220.0242140.0089580.0480680.4998850.1548250.4023330.4343435.1336500.877999
0Ready_I-KNNWithMeans0.9559210.7540370.0049840.0032250.0034060.0039560.0045060.0038610.0068150.0029060.0203320.4979690.0392360.5876990.0714292.6992780.991353
0Ready_I-KNNBaseline0.9353270.7374240.0025450.0007550.0011050.0016020.0022530.0009300.0034440.0013620.0117600.4967240.0212090.4828210.0598852.2325780.994487
0Ready_U-KNN1.0234950.8079130.0007420.0002050.0003050.0004490.0005360.0001980.0008450.0002740.0027440.4964410.0074230.6021210.0108232.0891860.995706
0Self_TopRated2.5082582.2179090.0009540.0001880.0002980.0004810.0006440.0002230.0010430.0003350.0033480.4964330.0095440.6990460.0050511.9459100.995669
0Self_BaselineUI0.9675850.7627400.0009540.0001700.0002780.0004630.0006440.0001890.0007520.0001680.0016770.4964240.0095440.6005300.0050511.8031260.996380
0Self_IKNN1.0183630.8087930.0003180.0001080.0001400.0001890.0000000.0000000.0002140.0000370.0003680.4963910.0031810.3921530.1154404.1747410.965327
\n", + "
" + ], + "text/plain": [ + " Model RMSE MAE precision recall F_1 \\\n", + "0 Self_TopPop 2.508258 2.217909 0.188865 0.116919 0.118732 \n", + "0 Ready_Baseline 0.949459 0.752487 0.091410 0.037652 0.046030 \n", + "0 Self_GlobalAvg 1.125760 0.943534 0.061188 0.025968 0.031383 \n", + "0 Ready_Random 1.510030 1.211848 0.050053 0.022367 0.025984 \n", + "0 Ready_I-KNN 1.030386 0.813067 0.026087 0.006908 0.010593 \n", + "0 Ready_I-KNNWithMeans 0.955921 0.754037 0.004984 0.003225 0.003406 \n", + "0 Ready_I-KNNBaseline 0.935327 0.737424 0.002545 0.000755 0.001105 \n", + "0 Ready_U-KNN 1.023495 0.807913 0.000742 0.000205 0.000305 \n", + "0 Self_TopRated 2.508258 2.217909 0.000954 0.000188 0.000298 \n", + "0 Self_BaselineUI 0.967585 0.762740 0.000954 0.000170 0.000278 \n", + "0 Self_IKNN 1.018363 0.808793 0.000318 0.000108 0.000140 \n", + "\n", + " F_05 precision_super recall_super NDCG mAP MRR \\\n", + "0 0.141584 0.130472 0.137473 0.214651 0.111707 0.400939 \n", + "0 0.061286 0.079614 0.056463 0.095957 0.043178 0.198193 \n", + "0 0.041343 0.040558 0.032107 0.067695 0.027470 0.171187 \n", + "0 0.033727 0.030687 0.023255 0.055392 0.021602 0.137690 \n", + "0 0.016046 0.021137 0.009522 0.024214 0.008958 0.048068 \n", + "0 0.003956 0.004506 0.003861 0.006815 0.002906 0.020332 \n", + "0 0.001602 0.002253 0.000930 0.003444 0.001362 0.011760 \n", + "0 0.000449 0.000536 0.000198 0.000845 0.000274 0.002744 \n", + "0 0.000481 0.000644 0.000223 0.001043 0.000335 0.003348 \n", + "0 0.000463 0.000644 0.000189 0.000752 0.000168 0.001677 \n", + "0 0.000189 0.000000 0.000000 0.000214 0.000037 0.000368 \n", + "\n", + " LAUC HR Reco in test Test coverage Shannon Gini \n", + "0 0.555546 0.765642 1.000000 0.038961 3.159079 0.987317 \n", + "0 0.515501 0.437964 1.000000 0.033911 2.836513 0.991139 \n", + "0 0.509546 0.384942 1.000000 0.025974 2.711772 0.992003 \n", + "0 0.507713 0.338282 0.987911 0.187590 5.111878 0.906685 \n", + "0 0.499885 0.154825 0.402333 0.434343 5.133650 0.877999 \n", + "0 0.497969 0.039236 0.587699 0.071429 2.699278 0.991353 \n", + "0 0.496724 0.021209 0.482821 0.059885 2.232578 0.994487 \n", + "0 0.496441 0.007423 0.602121 0.010823 2.089186 0.995706 \n", + "0 0.496433 0.009544 0.699046 0.005051 1.945910 0.995669 \n", + "0 0.496424 0.009544 0.600530 0.005051 1.803126 0.996380 \n", + "0 0.496391 0.003181 0.392153 0.115440 4.174741 0.965327 " + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import imp\n", + "imp.reload(ev)\n", + "\n", + "import evaluation_measures as ev\n", + "dir_path=\"Recommendations generated/ml-100k/\"\n", + "super_reactions=[4,5]\n", + "test=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None)\n", + "\n", + "ev.evaluate_all(test, dir_path, super_reactions)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Ready-made KNNs - Surprise implementation" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### I-KNN - basic" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Computing the cosine similarity matrix...\n", + "Done computing similarity matrix.\n", + "Generating predictions...\n", + "Generating top N recommendations...\n", + "Generating predictions...\n" + ] + } + ], + "source": [ + "import helpers\n", + "import surprise as sp\n", + "import imp\n", + "imp.reload(helpers)\n", + "\n", + "sim_options = {'name': 'cosine',\n", + " 'user_based': False} # compute similarities between items\n", + "algo = sp.KNNBasic(sim_options=sim_options)\n", + "\n", + "helpers.ready_made(algo, reco_path='Recommendations generated/ml-100k/Ready_I-KNN_reco.csv',\n", + " estimations_path='Recommendations generated/ml-100k/Ready_I-KNN_estimations.csv')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### U-KNN - basic" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Computing the cosine similarity matrix...\n", + "Done computing similarity matrix.\n", + "Generating predictions...\n", + "Generating top N recommendations...\n", + "Generating predictions...\n" + ] + } + ], + "source": [ + "import helpers\n", + "import surprise as sp\n", + "import imp\n", + "imp.reload(helpers)\n", + "\n", + "sim_options = {'name': 'cosine',\n", + " 'user_based': True} # compute similarities between users\n", + "algo = sp.KNNBasic(sim_options=sim_options)\n", + "\n", + "helpers.ready_made(algo, reco_path='Recommendations generated/ml-100k/Ready_U-KNN_reco.csv',\n", + " estimations_path='Recommendations generated/ml-100k/Ready_U-KNN_estimations.csv')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### I-KNN - on top baseline" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Estimating biases using als...\n", + "Computing the msd similarity matrix...\n", + "Done computing similarity matrix.\n", + "Generating predictions...\n", + "Generating top N recommendations...\n", + "Generating predictions...\n" + ] + } + ], + "source": [ + "import helpers\n", + "import surprise as sp\n", + "import imp\n", + "imp.reload(helpers)\n", + "\n", + "sim_options = {'name': 'cosine',\n", + " 'user_based': False} # compute similarities between items\n", + "algo = sp.KNNBaseline()\n", + "\n", + "helpers.ready_made(algo, reco_path='Recommendations generated/ml-100k/Ready_I-KNNBaseline_reco.csv',\n", + " estimations_path='Recommendations generated/ml-100k/Ready_I-KNNBaseline_estimations.csv')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# project task 4: use a version of your choice of Surprise KNNalgorithm" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Estimating biases using als...\n", + "Computing the msd similarity matrix...\n", + "Done computing similarity matrix.\n", + "Generating predictions...\n", + "Generating top N recommendations...\n", + "Generating predictions...\n" + ] + } + ], + "source": [ + "# read the docs and try to find best parameter configuration (let say in terms of RMSE)\n", + "# https://surprise.readthedocs.io/en/stable/knn_inspired.html##surprise.prediction_algorithms.knns.KNNBaseline\n", + "# the solution here can be similar to examples above\n", + "# please save the output in 'Recommendations generated/ml-100k/Self_KNNSurprisetask_reco.csv' and\n", + "# 'Recommendations generated/ml-100k/Self_KNNSurprisetask_estimations.csv'import helpers\n", + "import helpers\n", + "import surprise as sp\n", + "import imp\n", + "imp.reload(helpers)\n", + "\n", + "sim_options = {'name': 'cosine',\n", + " 'user_based': False} # compute similarities between itemsalgo = sp.KNNWithMeans()\n", + "\n", + "helpers.ready_made(algo, reco_path='Recommendations generated/ml-100k/Ready_I-KNNWithMeans_reco.csv',\n", + " estimations_path='Recommendations generated/ml-100k/Ready_I-KNNWithMeans_estimations.csv')\n" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Computing the msd similarity matrix...\n", + "Done computing similarity matrix.\n", + "Generating predictions...\n", + "Generating top N recommendations...\n", + "Generating predictions...\n" + ] + } + ], + "source": [ + "import helpers\n", + "import surprise as sp\n", + "import imp\n", + "imp.reload(helpers)\n", + "\n", + "sim_options = {'name': 'cosine',\n", + " 'user_based': False} # compute similarities between items\n", + "algo = sp.KNNWithZScore()\n", + "\n", + "helpers.ready_made(algo, reco_path='Recommendations generated/ml-100k/Ready_I-KNNWithZScore_reco.csv',\n", + " estimations_path='Recommendations generated/ml-100k/Ready_I-KNNWithZScore_estimations.csv')\n" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "943it [00:00, 9747.78it/s]\n", + "943it [00:00, 9750.32it/s]\n", + "943it [00:00, 9851.45it/s]\n", + "943it [00:00, 9725.68it/s]\n", + "943it [00:00, 10165.20it/s]\n", + "943it [00:00, 9550.69it/s]\n", + "943it [00:00, 9952.76it/s]\n", + "943it [00:00, 9952.94it/s]\n", + "943it [00:00, 9648.19it/s]\n", + "943it [00:00, 9849.07it/s]\n", + "943it [00:00, 10166.95it/s]\n", + "943it [00:00, 9550.69it/s]\n" + ] + } + ], + "source": [ + "dir_path='Recommendations generated/ml-100k/'\n", + "super_reactions=[4,5]\n", + "test=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\t', header=None)\n", + "\n", + "result = ev.evaluate_all(test, dir_path, super_reactions)\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.8.3" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/.ipynb_checkpoints/P4. Appendix - embeddings in high demensional spaces-checkpoint.ipynb b/.ipynb_checkpoints/P4. Appendix - embeddings in high demensional spaces-checkpoint.ipynb new file mode 100644 index 0000000..4dab5c3 --- /dev/null +++ b/.ipynb_checkpoints/P4. Appendix - embeddings in high demensional spaces-checkpoint.ipynb @@ -0,0 +1,87 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "['dimensions: 1, cases when observation is the nearest: 0.0%',\n", + " 'dimensions: 2, cases when observation is the nearest: 0.0%',\n", + " 'dimensions: 3, cases when observation is the nearest: 1.0%',\n", + " 'dimensions: 10, cases when observation is the nearest: 8.0%',\n", + " 'dimensions: 20, cases when observation is the nearest: 75.0%',\n", + " 'dimensions: 30, cases when observation is the nearest: 94.0%',\n", + " 'dimensions: 40, cases when observation is the nearest: 100.0%',\n", + " 'dimensions: 50, cases when observation is the nearest: 100.0%',\n", + " 'dimensions: 60, cases when observation is the nearest: 100.0%',\n", + " 'dimensions: 70, cases when observation is the nearest: 100.0%',\n", + " 'dimensions: 80, cases when observation is the nearest: 100.0%',\n", + " 'dimensions: 90, cases when observation is the nearest: 100.0%']" + ] + }, + "execution_count": 1, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import numpy as np\n", + "import pandas as pd\n", + "import random\n", + "from numpy.linalg import norm\n", + "\n", + "dimensions=[1,2,3]+[10*i for i in range(1,10)]\n", + "nb_vectors=10000\n", + "trials=100\n", + "k=1 # by setting k=1 we want to check how often the closest vector to the avarage of 2 random vectors is one of these 2 vectors\n", + "\n", + "result=[]\n", + "for dimension in dimensions:\n", + " vectors=np.random.normal(0,1,size=(nb_vectors, dimension))\n", + " successes=0\n", + " for i in range(trials):\n", + " i1,i2=random.sample(range(nb_vectors),2)\n", + " target=(vectors[i1]+vectors[i2])/2\n", + "\n", + " distances=pd.DataFrame(enumerate(np.dot(target, vectors.transpose())/norm(target)/norm(vectors.transpose(), axis=0)))\n", + " distances=distances.sort_values(by=[1], ascending=False)\n", + " if (i1 in (list(distances[0][:k]))) | (i2 in (list(distances[0][:k]))):\n", + " successes+=1\n", + " result.append(successes/trials)\n", + " \n", + "[f'dimensions: {i}, cases when observation is the nearest: {100*round(j,3)}%' for i,j in zip(dimensions, result)]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.8.3" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/.ipynb_checkpoints/P4. Matrix Factorization-checkpoint.ipynb b/.ipynb_checkpoints/P4. Matrix Factorization-checkpoint.ipynb new file mode 100644 index 0000000..0253a3b --- /dev/null +++ b/.ipynb_checkpoints/P4. Matrix Factorization-checkpoint.ipynb @@ -0,0 +1,1643 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Self made SVD" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import helpers\n", + "import pandas as pd\n", + "import numpy as np\n", + "import scipy.sparse as sparse\n", + "from collections import defaultdict\n", + "from itertools import chain\n", + "import random\n", + "\n", + "train_read=pd.read_csv('./Datasets/ml-100k/train.csv', sep='\\t', header=None)\n", + "test_read=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None)\n", + "train_ui, test_ui, user_code_id, user_id_code, item_code_id, item_id_code = helpers.data_to_csr(train_read, test_read)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "# Done similarly to https://github.com/albertauyeung/matrix-factorization-in-python\n", + "from tqdm import tqdm\n", + "\n", + "class SVD():\n", + " \n", + " def __init__(self, train_ui, learning_rate, regularization, nb_factors, iterations):\n", + " self.train_ui=train_ui\n", + " self.uir=list(zip(*[train_ui.nonzero()[0],train_ui.nonzero()[1], train_ui.data]))\n", + " \n", + " self.learning_rate=learning_rate\n", + " self.regularization=regularization\n", + " self.iterations=iterations\n", + " self.nb_users, self.nb_items=train_ui.shape\n", + " self.nb_ratings=train_ui.nnz\n", + " self.nb_factors=nb_factors\n", + " \n", + " self.Pu=np.random.normal(loc=0, scale=1./self.nb_factors, size=(self.nb_users, self.nb_factors))\n", + " self.Qi=np.random.normal(loc=0, scale=1./self.nb_factors, size=(self.nb_items, self.nb_factors))\n", + "\n", + " def train(self, test_ui=None):\n", + " if test_ui!=None:\n", + " self.test_uir=list(zip(*[test_ui.nonzero()[0],test_ui.nonzero()[1], test_ui.data]))\n", + " \n", + " self.learning_process=[]\n", + " pbar = tqdm(range(self.iterations))\n", + " for i in pbar:\n", + " pbar.set_description(f'Epoch {i} RMSE: {self.learning_process[-1][1] if i>0 else 0}. Training epoch {i+1}...')\n", + " np.random.shuffle(self.uir)\n", + " self.sgd(self.uir)\n", + " if test_ui==None:\n", + " self.learning_process.append([i+1, self.RMSE_total(self.uir)])\n", + " else:\n", + " self.learning_process.append([i+1, self.RMSE_total(self.uir), self.RMSE_total(self.test_uir)])\n", + " \n", + " def sgd(self, uir):\n", + " \n", + " for u, i, score in uir:\n", + " # Computer prediction and error\n", + " prediction = self.get_rating(u,i)\n", + " e = (score - prediction)\n", + " \n", + " # Update user and item latent feature matrices\n", + " Pu_update=self.learning_rate * (e * self.Qi[i] - self.regularization * self.Pu[u])\n", + " Qi_update=self.learning_rate * (e * self.Pu[u] - self.regularization * self.Qi[i])\n", + " \n", + " self.Pu[u] += Pu_update\n", + " self.Qi[i] += Qi_update\n", + " \n", + " def get_rating(self, u, i):\n", + " prediction = self.Pu[u].dot(self.Qi[i].T)\n", + " return prediction\n", + " \n", + " def RMSE_total(self, uir):\n", + " RMSE=0\n", + " for u,i, score in uir:\n", + " prediction = self.get_rating(u,i)\n", + " RMSE+=(score - prediction)**2\n", + " return np.sqrt(RMSE/len(uir))\n", + " \n", + " def estimations(self):\n", + " self.estimations=\\\n", + " np.dot(self.Pu,self.Qi.T)\n", + "\n", + " def recommend(self, user_code_id, item_code_id, topK=10):\n", + " \n", + " top_k = defaultdict(list)\n", + " for nb_user, user in enumerate(self.estimations):\n", + " \n", + " user_rated=self.train_ui.indices[self.train_ui.indptr[nb_user]:self.train_ui.indptr[nb_user+1]]\n", + " for item, score in enumerate(user):\n", + " if item not in user_rated and not np.isnan(score):\n", + " top_k[user_code_id[nb_user]].append((item_code_id[item], score))\n", + " result=[]\n", + " # Let's choose k best items in the format: (user, item1, score1, item2, score2, ...)\n", + " for uid, item_scores in top_k.items():\n", + " item_scores.sort(key=lambda x: x[1], reverse=True)\n", + " result.append([uid]+list(chain(*item_scores[:topK])))\n", + " return result\n", + " \n", + " def estimate(self, user_code_id, item_code_id, test_ui):\n", + " result=[]\n", + " for user, item in zip(*test_ui.nonzero()):\n", + " result.append([user_code_id[user], item_code_id[item], \n", + " self.estimations[user,item] if not np.isnan(self.estimations[user,item]) else 1])\n", + " return result" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Epoch 39 RMSE: 0.7503496297849689. Training epoch 40...: 100%|██████████| 40/40 [01:12<00:00, 1.81s/it]\n" + ] + } + ], + "source": [ + "model=SVD(train_ui, learning_rate=0.005, regularization=0.02, nb_factors=100, iterations=40)\n", + "model.train(test_ui)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "\n", + "df=pd.DataFrame(model.learning_process).iloc[:,:2]\n", + "df.columns=['epoch', 'train_RMSE']\n", + "plt.plot('epoch', 'train_RMSE', data=df, color='blue')\n", + "plt.legend()" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "\n", + "df=pd.DataFrame(model.learning_process[10:], columns=['epoch', 'train_RMSE', 'test_RMSE'])\n", + "plt.plot('epoch', 'train_RMSE', data=df, color='blue')\n", + "plt.plot('epoch', 'test_RMSE', data=df, color='yellow', linestyle='dashed')\n", + "plt.legend()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Saving and evaluating recommendations" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "model.estimations()\n", + "\n", + "top_n=pd.DataFrame(model.recommend(user_code_id, item_code_id, topK=10))\n", + "\n", + "top_n.to_csv('Recommendations generated/ml-100k/Self_SVD_reco.csv', index=False, header=False)\n", + "\n", + "estimations=pd.DataFrame(model.estimate(user_code_id, item_code_id, test_ui))\n", + "estimations.to_csv('Recommendations generated/ml-100k/Self_SVD_estimations.csv', index=False, header=False)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "943it [00:00, 10387.88it/s]\n" + ] + }, + { + "data": { + "text/html": [ + "
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RMSEMAEprecisionrecallF_1F_05precision_superrecall_superNDCGmAPMRRLAUCHRReco in testTest coverageShannonGini
00.916330.7201530.1033930.0444550.0531770.0700730.0938840.0793660.1077920.0512810.200210.5189570.475080.8530220.1471863.9113560.971196
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" + ], + "text/plain": [ + " RMSE MAE precision recall F_1 F_05 \\\n", + "0 0.91633 0.720153 0.103393 0.044455 0.053177 0.070073 \n", + "\n", + " precision_super recall_super NDCG mAP MRR LAUC \\\n", + "0 0.093884 0.079366 0.107792 0.051281 0.20021 0.518957 \n", + "\n", + " HR Reco in test Test coverage Shannon Gini \n", + "0 0.47508 0.853022 0.147186 3.911356 0.971196 " + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import evaluation_measures as ev\n", + "\n", + "estimations_df=pd.read_csv('Recommendations generated/ml-100k/Self_SVD_estimations.csv', header=None)\n", + "reco=np.loadtxt('Recommendations generated/ml-100k/Self_SVD_reco.csv', delimiter=',')\n", + "\n", + "ev.evaluate(test=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None),\n", + " estimations_df=estimations_df, \n", + " reco=reco,\n", + " super_reactions=[4,5])" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "943it [00:00, 10057.03it/s]\n", + "943it [00:00, 10623.82it/s]\n", + "943it [00:00, 9952.71it/s]\n", + "943it [00:00, 10166.90it/s]\n", + "943it [00:00, 10805.10it/s]\n", + "943it [00:00, 10623.82it/s]\n", + "943it [00:00, 10390.37it/s]\n", + "943it [00:00, 10166.95it/s]\n", + "943it [00:00, 11057.98it/s]\n", + "943it [00:00, 10170.01it/s]\n", + "943it [00:00, 10994.41it/s]\n", + "943it [00:00, 10390.45it/s]\n", + "943it [00:00, 10166.77it/s]\n" + ] + }, + { + "data": { + "text/html": [ + "
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ModelRMSEMAEprecisionrecallF_1F_05precision_superrecall_superNDCGmAPMRRLAUCHRReco in testTest coverageShannonGini
0Self_TopPop2.5082582.2179090.1888650.1169190.1187320.1415840.1304720.1374730.2146510.1117070.4009390.5555460.7656421.0000000.0389613.1590790.987317
0Self_SVD0.9163300.7201530.1033930.0444550.0531770.0700730.0938840.0793660.1077920.0512810.2002100.5189570.4750800.8530220.1471863.9113560.971196
0Ready_Baseline0.9494590.7524870.0914100.0376520.0460300.0612860.0796140.0564630.0959570.0431780.1981930.5155010.4379641.0000000.0339112.8365130.991139
0Self_GlobalAvg1.1257600.9435340.0611880.0259680.0313830.0413430.0405580.0321070.0676950.0274700.1711870.5095460.3849421.0000000.0259742.7117720.992003
0Ready_Random1.5100301.2118480.0500530.0223670.0259840.0337270.0306870.0232550.0553920.0216020.1376900.5077130.3382820.9879110.1875905.1118780.906685
0Ready_I-KNN1.0303860.8130670.0260870.0069080.0105930.0160460.0211370.0095220.0242140.0089580.0480680.4998850.1548250.4023330.4343435.1336500.877999
0Ready_I-KNNWithZScore0.9577010.7523870.0037120.0019940.0023800.0029190.0034330.0024010.0051370.0021580.0164580.4973490.0275720.3899260.0678212.4757470.992793
0Ready_I-KNNWithMeans0.9353270.7374240.0025450.0007550.0011050.0016020.0022530.0009300.0034440.0013620.0117600.4967240.0212090.4828210.0598852.2325780.994487
0Ready_I-KNNBaseline0.9353270.7374240.0025450.0007550.0011050.0016020.0022530.0009300.0034440.0013620.0117600.4967240.0212090.4828210.0598852.2325780.994487
0Ready_U-KNN1.0234950.8079130.0007420.0002050.0003050.0004490.0005360.0001980.0008450.0002740.0027440.4964410.0074230.6021210.0108232.0891860.995706
0Self_TopRated2.5082582.2179090.0009540.0001880.0002980.0004810.0006440.0002230.0010430.0003350.0033480.4964330.0095440.6990460.0050511.9459100.995669
0Self_BaselineUI0.9675850.7627400.0009540.0001700.0002780.0004630.0006440.0001890.0007520.0001680.0016770.4964240.0095440.6005300.0050511.8031260.996380
0Self_IKNN1.0183630.8087930.0003180.0001080.0001400.0001890.0000000.0000000.0002140.0000370.0003680.4963910.0031810.3921530.1154404.1747410.965327
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" + ], + "text/plain": [ + " Model RMSE MAE precision recall F_1 \\\n", + "0 Self_TopPop 2.508258 2.217909 0.188865 0.116919 0.118732 \n", + "0 Self_SVD 0.916330 0.720153 0.103393 0.044455 0.053177 \n", + "0 Ready_Baseline 0.949459 0.752487 0.091410 0.037652 0.046030 \n", + "0 Self_GlobalAvg 1.125760 0.943534 0.061188 0.025968 0.031383 \n", + "0 Ready_Random 1.510030 1.211848 0.050053 0.022367 0.025984 \n", + "0 Ready_I-KNN 1.030386 0.813067 0.026087 0.006908 0.010593 \n", + "0 Ready_I-KNNWithZScore 0.957701 0.752387 0.003712 0.001994 0.002380 \n", + "0 Ready_I-KNNWithMeans 0.935327 0.737424 0.002545 0.000755 0.001105 \n", + "0 Ready_I-KNNBaseline 0.935327 0.737424 0.002545 0.000755 0.001105 \n", + "0 Ready_U-KNN 1.023495 0.807913 0.000742 0.000205 0.000305 \n", + "0 Self_TopRated 2.508258 2.217909 0.000954 0.000188 0.000298 \n", + "0 Self_BaselineUI 0.967585 0.762740 0.000954 0.000170 0.000278 \n", + "0 Self_IKNN 1.018363 0.808793 0.000318 0.000108 0.000140 \n", + "\n", + " F_05 precision_super recall_super NDCG mAP MRR \\\n", + "0 0.141584 0.130472 0.137473 0.214651 0.111707 0.400939 \n", + "0 0.070073 0.093884 0.079366 0.107792 0.051281 0.200210 \n", + "0 0.061286 0.079614 0.056463 0.095957 0.043178 0.198193 \n", + "0 0.041343 0.040558 0.032107 0.067695 0.027470 0.171187 \n", + "0 0.033727 0.030687 0.023255 0.055392 0.021602 0.137690 \n", + "0 0.016046 0.021137 0.009522 0.024214 0.008958 0.048068 \n", + "0 0.002919 0.003433 0.002401 0.005137 0.002158 0.016458 \n", + "0 0.001602 0.002253 0.000930 0.003444 0.001362 0.011760 \n", + "0 0.001602 0.002253 0.000930 0.003444 0.001362 0.011760 \n", + "0 0.000449 0.000536 0.000198 0.000845 0.000274 0.002744 \n", + "0 0.000481 0.000644 0.000223 0.001043 0.000335 0.003348 \n", + "0 0.000463 0.000644 0.000189 0.000752 0.000168 0.001677 \n", + "0 0.000189 0.000000 0.000000 0.000214 0.000037 0.000368 \n", + "\n", + " LAUC HR Reco in test Test coverage Shannon Gini \n", + "0 0.555546 0.765642 1.000000 0.038961 3.159079 0.987317 \n", + "0 0.518957 0.475080 0.853022 0.147186 3.911356 0.971196 \n", + "0 0.515501 0.437964 1.000000 0.033911 2.836513 0.991139 \n", + "0 0.509546 0.384942 1.000000 0.025974 2.711772 0.992003 \n", + "0 0.507713 0.338282 0.987911 0.187590 5.111878 0.906685 \n", + "0 0.499885 0.154825 0.402333 0.434343 5.133650 0.877999 \n", + "0 0.497349 0.027572 0.389926 0.067821 2.475747 0.992793 \n", + "0 0.496724 0.021209 0.482821 0.059885 2.232578 0.994487 \n", + "0 0.496724 0.021209 0.482821 0.059885 2.232578 0.994487 \n", + "0 0.496441 0.007423 0.602121 0.010823 2.089186 0.995706 \n", + "0 0.496433 0.009544 0.699046 0.005051 1.945910 0.995669 \n", + "0 0.496424 0.009544 0.600530 0.005051 1.803126 0.996380 \n", + "0 0.496391 0.003181 0.392153 0.115440 4.174741 0.965327 " + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import evaluation_measures as ev\n", + "\n", + "dir_path=\"Recommendations generated/ml-100k/\"\n", + "super_reactions=[4,5]\n", + "test=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None)\n", + "\n", + "ev.evaluate_all(test, dir_path, super_reactions)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Embeddings" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[1, 2],\n", + " [3, 4]])" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/plain": [ + "array([[0.4472136 , 0.89442719],\n", + " [0.6 , 0.8 ]])" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "x=np.array([[1,2],[3,4]])\n", + "display(x)\n", + "x/np.linalg.norm(x, axis=1)[:,None]" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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codescoreitem_ididtitlegenres
013111.00000013121312Pompatus of Love, The (1996)Comedy, Drama
113950.99263813961396Stonewall (1995)Drama
214480.99195414491449Pather Panchali (1955)Drama
312010.99172612021202Maybe, Maybe Not (Bewegte Mann, Der) (1994)Comedy
414050.99141914061406When Night Is Falling (1995)Drama, Romance
512500.99110812511251A Chef in Love (1996)Comedy
612630.99110012641264Nothing to Lose (1994)Drama
711230.99106911241124Farewell to Arms, A (1932)Romance, War
811100.99104011111111Double Happiness (1994)Drama
911240.99088911251125Innocents, The (1961)Thriller
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" + ], + "text/plain": [ + " code score item_id id title \\\n", + "0 1311 1.000000 1312 1312 Pompatus of Love, The (1996) \n", + "1 1395 0.992638 1396 1396 Stonewall (1995) \n", + "2 1448 0.991954 1449 1449 Pather Panchali (1955) \n", + "3 1201 0.991726 1202 1202 Maybe, Maybe Not (Bewegte Mann, Der) (1994) \n", + "4 1405 0.991419 1406 1406 When Night Is Falling (1995) \n", + "5 1250 0.991108 1251 1251 A Chef in Love (1996) \n", + "6 1263 0.991100 1264 1264 Nothing to Lose (1994) \n", + "7 1123 0.991069 1124 1124 Farewell to Arms, A (1932) \n", + "8 1110 0.991040 1111 1111 Double Happiness (1994) \n", + "9 1124 0.990889 1125 1125 Innocents, The (1961) \n", + "\n", + " genres \n", + "0 Comedy, Drama \n", + "1 Drama \n", + "2 Drama \n", + "3 Comedy \n", + "4 Drama, Romance \n", + "5 Comedy \n", + "6 Drama \n", + "7 Romance, War \n", + "8 Drama \n", + "9 Thriller " + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "item=random.choice(list(set(train_ui.indices)))\n", + "\n", + "embeddings_norm=model.Qi/np.linalg.norm(model.Qi, axis=1)[:,None] # we do not mean-center here\n", + "# omitting normalization also makes sense, but items with a greater magnitude will be recommended more often\n", + "\n", + "similarity_scores=np.dot(embeddings_norm,embeddings_norm[item].T)\n", + "top_similar_items=pd.DataFrame(enumerate(similarity_scores), columns=['code', 'score'])\\\n", + ".sort_values(by=['score'], ascending=[False])[:10]\n", + "\n", + "top_similar_items['item_id']=top_similar_items['code'].apply(lambda x: item_code_id[x])\n", + "\n", + "items=pd.read_csv('./Datasets/ml-100k/movies.csv')\n", + "\n", + "result=pd.merge(top_similar_items, items, left_on='item_id', right_on='id')\n", + "\n", + "result" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [], + "source": [ + "# project task 5: implement SVD on top baseline (as it is in Surprise library)from tqdm import tqdm\n", + "\n", + "class SVDBaseline():\n", + "\n", + " def __init__(self, train_ui, learning_rate, regularization, nb_factors, iterations):\n", + " self.train_ui=train_ui\n", + " self.uir=list(zip(*[train_ui.nonzero()[0],train_ui.nonzero()[1], train_ui.data]))\n", + "\n", + " self.learning_rate=learning_rate\n", + " self.regularization=regularization\n", + " self.iterations=iterations\n", + " self.nb_users, self.nb_items=train_ui.shape\n", + " self.nb_ratings=train_ui.nnz\n", + " self.nb_factors=nb_factors\n", + "\n", + " self.Pu=np.random.normal(loc=0, scale=1./self.nb_factors, size=(self.nb_users, self.nb_factors))\n", + " self.Qi=np.random.normal(loc=0, scale=1./self.nb_factors, size=(self.nb_items, self.nb_factors))\n", + "\n", + " self.b_u = np.zeros(self.nb_users)\n", + " self.b_i = np.zeros(self.nb_items)\n", + "\n", + " def train(self, test_ui=None):\n", + " if test_ui!=None:\n", + " self.test_uir=list(zip(*[test_ui.nonzero()[0],test_ui.nonzero()[1], test_ui.data]))\n", + "\n", + " self.learning_process=[]\n", + " pbar = tqdm(range(self.iterations))\n", + " for i in pbar:\n", + " pbar.set_description(f'Epoch {i} RMSE: {self.learning_process[-1][1] if i>0 else 0}. Training epoch {i+1}...')\n", + " np.random.shuffle(self.uir)\n", + " self.sgd(self.uir)\n", + " if test_ui==None:\n", + " self.learning_process.append([i+1, self.RMSE_total(self.uir)])\n", + " else:\n", + " self.learning_process.append([i+1, self.RMSE_total(self.uir), self.RMSE_total(self.test_uir)])\n", + "\n", + " def sgd(self, uir):\n", + "\n", + " for u, i, score in uir:\n", + " prediction = self.get_rating(u,i)\n", + " e = (score - prediction)\n", + " \n", + " \n", + " b_u_update = self.learning_rate * (e - self.regularization * self.b_u[u])\n", + " b_i_update = self.learning_rate * (e - self.regularization * self.b_i[i])\n", + " \n", + " self.b_u[u] += b_u_update\n", + " self.b_i[i] += b_i_update\n", + " Pu_update=self.learning_rate * (e * self.Qi[i] - self.regularization * self.Pu[u])\n", + " Qi_update=self.learning_rate * (e * self.Pu[u] - self.regularization * self.Qi[i])\n", + " \n", + " self.Pu[u] += Pu_update\n", + " self.Qi[i] += Qi_update\n", + " \n", + " def get_rating(self, u, i):\n", + " prediction = self.b_u[u] + self.b_i[i] + self.Pu[u].dot(self.Qi[i].T)\n", + " return prediction\n", + " \n", + " def RMSE_total(self, uir):\n", + " RMSE=0\n", + " for u,i, score in uir:\n", + " prediction = self.get_rating(u,i)\n", + " RMSE+=(score - prediction)**2\n", + " return np.sqrt(RMSE/len(uir))\n", + " \n", + " def estimations(self):\n", + " self.estimations= self.b_u[:,np.newaxis] + self.b_i[np.newaxis:,] + np.dot(self.Pu,self.Qi.T)\n", + "\n", + " def recommend(self, user_code_id, item_code_id, topK=10):\n", + " \n", + " top_k = defaultdict(list)\n", + " for nb_user, user in enumerate(self.estimations):\n", + " \n", + " user_rated=self.train_ui.indices[self.train_ui.indptr[nb_user]:self.train_ui.indptr[nb_user+1]]\n", + " for item, score in enumerate(user):\n", + " if item not in user_rated and not np.isnan(score):\n", + " top_k[user_code_id[nb_user]].append((item_code_id[item], score))\n", + " result=[]\n", + " for uid, item_scores in top_k.items():\n", + " item_scores.sort(key=lambda x: x[1], reverse=True)\n", + " result.append([uid]+list(chain(*item_scores[:topK])))\n", + " return result\n", + " \n", + " def estimate(self, user_code_id, item_code_id, test_ui):\n", + " result=[]\n", + " for user, item in zip(*test_ui.nonzero()):\n", + " result.append([user_code_id[user], item_code_id[item], \n", + " self.estimations[user,item] if not np.isnan(self.estimations[user,item]) else 1])\n", + " return result" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [], + "source": [ + "# making changes to our implementation by considering additional parameters in the gradient descent procedure \n", + "# seems to be the fastest option\n", + "# please save the output in 'Recommendations generated/ml-100k/Self_SVDBaseline_reco.csv' and\n", + "# 'Recommendations generated/ml-100k/Self_SVDBaseline_estimations.csv'" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Ready-made SVD - Surprise implementation" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### SVD" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Generating predictions...\n", + "Generating top N recommendations...\n", + "Generating predictions...\n" + ] + } + ], + "source": [ + "import helpers\n", + "import surprise as sp\n", + "import imp\n", + "imp.reload(helpers)\n", + "\n", + "algo = sp.SVD(biased=False) # to use unbiased version\n", + "\n", + "helpers.ready_made(algo, reco_path='Recommendations generated/ml-100k/Ready_SVD_reco.csv',\n", + " estimations_path='Recommendations generated/ml-100k/Ready_SVD_estimations.csv')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### SVD biased - on top baseline" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Generating predictions...\n", + "Generating top N recommendations...\n", + "Generating predictions...\n" + ] + } + ], + "source": [ + "import helpers\n", + "import surprise as sp\n", + "import imp\n", + "imp.reload(helpers)\n", + "\n", + "algo = sp.SVD() # default is biased=True\n", + "\n", + "helpers.ready_made(algo, reco_path='Recommendations generated/ml-100k/Ready_SVDBiased_reco.csv',\n", + " estimations_path='Recommendations generated/ml-100k/Ready_SVDBiased_estimations.csv')" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "943it [00:00, 9346.25it/s]\n", + "943it [00:00, 10163.97it/s]\n", + "943it [00:00, 10745.39it/s]\n", + "943it [00:00, 10228.45it/s]\n", + "943it [00:00, 10502.49it/s]\n", + "943it [00:00, 10627.14it/s]\n", + "943it [00:00, 10620.29it/s]\n", + "943it [00:00, 10991.05it/s]\n", + "943it [00:00, 9955.97it/s]\n", + "943it [00:00, 10510.36it/s]\n", + "943it [00:00, 9746.48it/s]\n", + "943it [00:00, 10164.36it/s]\n", + "943it [00:00, 10693.82it/s]\n", + "943it [00:00, 10927.37it/s]\n", + "943it [00:00, 10620.60it/s]\n" + ] + }, + { + "data": { + "text/html": [ + "
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ModelRMSEMAEprecisionrecallF_1F_05precision_superrecall_superNDCGmAPMRRLAUCHRReco in testTest coverageShannonGini
0Self_TopPop2.5082582.2179090.1888650.1169190.1187320.1415840.1304720.1374730.2146510.1117070.4009390.5555460.7656421.0000000.0389613.1590790.987317
0Ready_SVD0.9491650.7466670.0939550.0449690.0511970.0654740.0839060.0739960.1046720.0482110.2207570.5191870.4835630.9979850.2049064.4089130.954288
0Self_SVD0.9163300.7201530.1033930.0444550.0531770.0700730.0938840.0793660.1077920.0512810.2002100.5189570.4750800.8530220.1471863.9113560.971196
0Ready_Baseline0.9494590.7524870.0914100.0376520.0460300.0612860.0796140.0564630.0959570.0431780.1981930.5155010.4379641.0000000.0339112.8365130.991139
0Ready_SVDBiased0.9381460.7399170.0865320.0370670.0448320.0588770.0780040.0578650.0945830.0430130.2023910.5152020.4337220.9960760.1666674.1683540.964092
0Self_GlobalAvg1.1257600.9435340.0611880.0259680.0313830.0413430.0405580.0321070.0676950.0274700.1711870.5095460.3849421.0000000.0259742.7117720.992003
0Ready_Random1.5100301.2118480.0500530.0223670.0259840.0337270.0306870.0232550.0553920.0216020.1376900.5077130.3382820.9879110.1875905.1118780.906685
0Ready_I-KNN1.0303860.8130670.0260870.0069080.0105930.0160460.0211370.0095220.0242140.0089580.0480680.4998850.1548250.4023330.4343435.1336500.877999
0Ready_I-KNNWithZScore0.9577010.7523870.0037120.0019940.0023800.0029190.0034330.0024010.0051370.0021580.0164580.4973490.0275720.3899260.0678212.4757470.992793
0Ready_I-KNNWithMeans0.9353270.7374240.0025450.0007550.0011050.0016020.0022530.0009300.0034440.0013620.0117600.4967240.0212090.4828210.0598852.2325780.994487
0Ready_I-KNNBaseline0.9353270.7374240.0025450.0007550.0011050.0016020.0022530.0009300.0034440.0013620.0117600.4967240.0212090.4828210.0598852.2325780.994487
0Ready_U-KNN1.0234950.8079130.0007420.0002050.0003050.0004490.0005360.0001980.0008450.0002740.0027440.4964410.0074230.6021210.0108232.0891860.995706
0Self_TopRated2.5082582.2179090.0009540.0001880.0002980.0004810.0006440.0002230.0010430.0003350.0033480.4964330.0095440.6990460.0050511.9459100.995669
0Self_BaselineUI0.9675850.7627400.0009540.0001700.0002780.0004630.0006440.0001890.0007520.0001680.0016770.4964240.0095440.6005300.0050511.8031260.996380
0Self_IKNN1.0183630.8087930.0003180.0001080.0001400.0001890.0000000.0000000.0002140.0000370.0003680.4963910.0031810.3921530.1154404.1747410.965327
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" + ], + "text/plain": [ + " Model RMSE MAE precision recall F_1 \\\n", + "0 Self_TopPop 2.508258 2.217909 0.188865 0.116919 0.118732 \n", + "0 Ready_SVD 0.949165 0.746667 0.093955 0.044969 0.051197 \n", + "0 Self_SVD 0.916330 0.720153 0.103393 0.044455 0.053177 \n", + "0 Ready_Baseline 0.949459 0.752487 0.091410 0.037652 0.046030 \n", + "0 Ready_SVDBiased 0.938146 0.739917 0.086532 0.037067 0.044832 \n", + "0 Self_GlobalAvg 1.125760 0.943534 0.061188 0.025968 0.031383 \n", + "0 Ready_Random 1.510030 1.211848 0.050053 0.022367 0.025984 \n", + "0 Ready_I-KNN 1.030386 0.813067 0.026087 0.006908 0.010593 \n", + "0 Ready_I-KNNWithZScore 0.957701 0.752387 0.003712 0.001994 0.002380 \n", + "0 Ready_I-KNNWithMeans 0.935327 0.737424 0.002545 0.000755 0.001105 \n", + "0 Ready_I-KNNBaseline 0.935327 0.737424 0.002545 0.000755 0.001105 \n", + "0 Ready_U-KNN 1.023495 0.807913 0.000742 0.000205 0.000305 \n", + "0 Self_TopRated 2.508258 2.217909 0.000954 0.000188 0.000298 \n", + "0 Self_BaselineUI 0.967585 0.762740 0.000954 0.000170 0.000278 \n", + "0 Self_IKNN 1.018363 0.808793 0.000318 0.000108 0.000140 \n", + "\n", + " F_05 precision_super recall_super NDCG mAP MRR \\\n", + "0 0.141584 0.130472 0.137473 0.214651 0.111707 0.400939 \n", + "0 0.065474 0.083906 0.073996 0.104672 0.048211 0.220757 \n", + "0 0.070073 0.093884 0.079366 0.107792 0.051281 0.200210 \n", + "0 0.061286 0.079614 0.056463 0.095957 0.043178 0.198193 \n", + "0 0.058877 0.078004 0.057865 0.094583 0.043013 0.202391 \n", + "0 0.041343 0.040558 0.032107 0.067695 0.027470 0.171187 \n", + "0 0.033727 0.030687 0.023255 0.055392 0.021602 0.137690 \n", + "0 0.016046 0.021137 0.009522 0.024214 0.008958 0.048068 \n", + "0 0.002919 0.003433 0.002401 0.005137 0.002158 0.016458 \n", + "0 0.001602 0.002253 0.000930 0.003444 0.001362 0.011760 \n", + "0 0.001602 0.002253 0.000930 0.003444 0.001362 0.011760 \n", + "0 0.000449 0.000536 0.000198 0.000845 0.000274 0.002744 \n", + "0 0.000481 0.000644 0.000223 0.001043 0.000335 0.003348 \n", + "0 0.000463 0.000644 0.000189 0.000752 0.000168 0.001677 \n", + "0 0.000189 0.000000 0.000000 0.000214 0.000037 0.000368 \n", + "\n", + " LAUC HR Reco in test Test coverage Shannon Gini \n", + "0 0.555546 0.765642 1.000000 0.038961 3.159079 0.987317 \n", + "0 0.519187 0.483563 0.997985 0.204906 4.408913 0.954288 \n", + "0 0.518957 0.475080 0.853022 0.147186 3.911356 0.971196 \n", + "0 0.515501 0.437964 1.000000 0.033911 2.836513 0.991139 \n", + "0 0.515202 0.433722 0.996076 0.166667 4.168354 0.964092 \n", + "0 0.509546 0.384942 1.000000 0.025974 2.711772 0.992003 \n", + "0 0.507713 0.338282 0.987911 0.187590 5.111878 0.906685 \n", + "0 0.499885 0.154825 0.402333 0.434343 5.133650 0.877999 \n", + "0 0.497349 0.027572 0.389926 0.067821 2.475747 0.992793 \n", + "0 0.496724 0.021209 0.482821 0.059885 2.232578 0.994487 \n", + "0 0.496724 0.021209 0.482821 0.059885 2.232578 0.994487 \n", + "0 0.496441 0.007423 0.602121 0.010823 2.089186 0.995706 \n", + "0 0.496433 0.009544 0.699046 0.005051 1.945910 0.995669 \n", + "0 0.496424 0.009544 0.600530 0.005051 1.803126 0.996380 \n", + "0 0.496391 0.003181 0.392153 0.115440 4.174741 0.965327 " + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import imp\n", + "imp.reload(ev)\n", + "\n", + "import evaluation_measures as ev\n", + "dir_path=\"Recommendations generated/ml-100k/\"\n", + "super_reactions=[4,5]\n", + "test=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None)\n", + "\n", + "ev.evaluate_all(test, dir_path, super_reactions)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.8.3" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/.ipynb_checkpoints/P5. Graph-based-checkpoint.ipynb b/.ipynb_checkpoints/P5. Graph-based-checkpoint.ipynb new file mode 100644 index 0000000..880e290 --- /dev/null +++ b/.ipynb_checkpoints/P5. Graph-based-checkpoint.ipynb @@ -0,0 +1,1481 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Self made RP3-beta" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import helpers\n", + "import pandas as pd\n", + "import numpy as np\n", + "import scipy.sparse as sparse\n", + "from collections import defaultdict\n", + "from itertools import chain\n", + "import random\n", + "import time\n", + "import matplotlib.pyplot as plt\n", + "\n", + "train_read=pd.read_csv('./Datasets/ml-100k/train.csv', sep='\\t', header=None)\n", + "test_read=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None)\n", + "train_ui, test_ui, user_code_id, user_id_code, item_code_id, item_id_code = helpers.data_to_csr(train_read, test_read)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "class RP3Beta():\n", + " def fit(self, train_ui, alpha, beta):\n", + " \"\"\"We weight our edges by user's explicit ratings so if user rated movie high we'll follow that path\n", + " with higher probability.\"\"\"\n", + " self.train_ui=train_ui\n", + " self.train_iu=train_ui.transpose()\n", + " \n", + " self.alpha = alpha\n", + " self.beta = beta\n", + " \n", + " # Define Pui \n", + " Pui=sparse.csr_matrix(self.train_ui/self.train_ui.sum(axis=1))\n", + " \n", + " # Define Piu\n", + " to_divide=np.vectorize(lambda x: x if x>0 else 1)(self.train_iu.sum(axis=1)) # to avoid dividing by zero\n", + " Piu=sparse.csr_matrix(self.train_iu/to_divide)\n", + " item_orders=(self.train_ui>0).sum(axis=0)\n", + " \n", + " Pui = Pui.power(self.alpha)\n", + " Piu = Piu.power(self.alpha)\n", + "\n", + " P3=Pui*Piu*Pui\n", + " \n", + " P3/=np.power(np.vectorize(lambda x: x if x>0 else 1)(item_orders), self.beta)\n", + " \n", + " self.estimations=np.array(P3)\n", + " \n", + " def recommend(self, user_code_id, item_code_id, topK=10):\n", + " \n", + " top_k = defaultdict(list)\n", + " for nb_user, user in enumerate(self.estimations):\n", + " \n", + " user_rated=self.train_ui.indices[self.train_ui.indptr[nb_user]:self.train_ui.indptr[nb_user+1]]\n", + " for item, score in enumerate(user):\n", + " if item not in user_rated and not np.isnan(score):\n", + " top_k[user_code_id[nb_user]].append((item_code_id[item], score))\n", + " result=[]\n", + " # Let's choose k best items in the format: (user, item1, score1, item2, score2, ...)\n", + " for uid, item_scores in top_k.items():\n", + " item_scores.sort(key=lambda x: x[1], reverse=True)\n", + " result.append([uid]+list(chain(*item_scores[:topK])))\n", + " return result\n", + " \n", + " def estimate(self, user_code_id, item_code_id, test_ui):\n", + " result=[]\n", + " for user, item in zip(*test_ui.nonzero()):\n", + " result.append([user_code_id[user], item_code_id[item], \n", + " self.estimations[user,item] if not np.isnan(self.estimations[user,item]) else 1])\n", + " return result" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "model=RP3Beta()\n", + "model.fit(train_ui, alpha=1, beta=0)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "top_n=pd.DataFrame(model.recommend(user_code_id, item_code_id, topK=10))\n", + "\n", + "top_n.to_csv('Recommendations generated/ml-100k/Self_P3_reco.csv', index=False, header=False)\n", + "\n", + "estimations=pd.DataFrame(model.estimate(user_code_id, item_code_id, test_ui))\n", + "estimations.to_csv('Recommendations generated/ml-100k/Self_P3_estimations.csv', index=False, header=False)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "943it [00:00, 9220.23it/s]\n" + ] + }, + { + "data": { + "text/html": [ + "
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RMSEMAEprecisionrecallF_1F_05precision_superrecall_superNDCGmAPMRRLAUCHRReco in testTest coverageShannonGini
03.7024463.5272730.2821850.1920920.1867490.216980.2041850.2400960.3391140.2049050.5721570.5935440.8759281.00.0772013.8758920.974947
\n", + "
" + ], + "text/plain": [ + " RMSE MAE precision recall F_1 F_05 \\\n", + "0 3.702446 3.527273 0.282185 0.192092 0.186749 0.21698 \n", + "\n", + " precision_super recall_super NDCG mAP MRR LAUC \\\n", + "0 0.204185 0.240096 0.339114 0.204905 0.572157 0.593544 \n", + "\n", + " HR Reco in test Test coverage Shannon Gini \n", + "0 0.875928 1.0 0.077201 3.875892 0.974947 " + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import evaluation_measures as ev\n", + "estimations_df=pd.read_csv('Recommendations generated/ml-100k/Self_P3_estimations.csv', header=None)\n", + "reco=np.loadtxt('Recommendations generated/ml-100k/Self_P3_reco.csv', delimiter=',')\n", + "\n", + "ev.evaluate(test=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None),\n", + " estimations_df=estimations_df, \n", + " reco=reco,\n", + " super_reactions=[4,5])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Let's check hiperparameters" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "##### Alpha" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 0%| | 0/8 [00:00\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
AlphaRMSEMAEprecisionrecallF_1F_05precision_superrecall_superNDCGmAPMRRLAUCHRReco in testTest coverageShannonGini
00.2268.177832211.7326490.2626720.1668580.1662770.1971840.1876610.2032520.3209100.1961320.5633780.5808660.8504771.0000000.0606063.6696270.979636
00.410.5466897.7923730.2685050.1726690.1715690.2026430.1924890.2126530.3267600.2001720.5651480.5838010.8547191.0000000.0642143.7269960.978426
00.63.1439882.9487900.2746550.1805020.1778200.2087300.1981760.2227460.3328720.2032900.5688720.5877380.8706261.0000000.0656573.7852820.977090
00.83.6707283.4957350.2819720.1898680.1853000.2160710.2035410.2367510.3398670.2066880.5737290.5924320.8748671.0000000.0707073.8324150.975998
01.03.7024463.5272730.2821850.1920920.1867490.2169800.2041850.2400960.3391140.2049050.5721570.5935440.8759281.0000000.0772013.8758920.974947
01.23.7044413.5292510.2809120.1936330.1873110.2168720.2030040.2405880.3380490.2034530.5718300.5943130.8833511.0000000.0858593.9107180.974073
01.43.7045803.5293880.2735950.1906510.1838740.2121830.1994640.2391180.3295500.1954330.5661710.5927930.8716861.0000000.1075043.9619150.972674
01.63.7045913.5293990.2630970.1862550.1787090.2051700.1910940.2329200.3174390.1849170.5523490.5905450.8685050.9995760.1565664.0601560.969203
\n", + "" + ], + "text/plain": [ + " Alpha RMSE MAE precision recall F_1 F_05 \\\n", + "0 0.2 268.177832 211.732649 0.262672 0.166858 0.166277 0.197184 \n", + "0 0.4 10.546689 7.792373 0.268505 0.172669 0.171569 0.202643 \n", + "0 0.6 3.143988 2.948790 0.274655 0.180502 0.177820 0.208730 \n", + "0 0.8 3.670728 3.495735 0.281972 0.189868 0.185300 0.216071 \n", + "0 1.0 3.702446 3.527273 0.282185 0.192092 0.186749 0.216980 \n", + "0 1.2 3.704441 3.529251 0.280912 0.193633 0.187311 0.216872 \n", + "0 1.4 3.704580 3.529388 0.273595 0.190651 0.183874 0.212183 \n", + "0 1.6 3.704591 3.529399 0.263097 0.186255 0.178709 0.205170 \n", + "\n", + " precision_super recall_super NDCG mAP MRR LAUC \\\n", + "0 0.187661 0.203252 0.320910 0.196132 0.563378 0.580866 \n", + "0 0.192489 0.212653 0.326760 0.200172 0.565148 0.583801 \n", + "0 0.198176 0.222746 0.332872 0.203290 0.568872 0.587738 \n", + "0 0.203541 0.236751 0.339867 0.206688 0.573729 0.592432 \n", + "0 0.204185 0.240096 0.339114 0.204905 0.572157 0.593544 \n", + "0 0.203004 0.240588 0.338049 0.203453 0.571830 0.594313 \n", + "0 0.199464 0.239118 0.329550 0.195433 0.566171 0.592793 \n", + "0 0.191094 0.232920 0.317439 0.184917 0.552349 0.590545 \n", + "\n", + " HR Reco in test Test coverage Shannon Gini \n", + "0 0.850477 1.000000 0.060606 3.669627 0.979636 \n", + "0 0.854719 1.000000 0.064214 3.726996 0.978426 \n", + "0 0.870626 1.000000 0.065657 3.785282 0.977090 \n", + "0 0.874867 1.000000 0.070707 3.832415 0.975998 \n", + "0 0.875928 1.000000 0.077201 3.875892 0.974947 \n", + "0 0.883351 1.000000 0.085859 3.910718 0.974073 \n", + "0 0.871686 1.000000 0.107504 3.961915 0.972674 \n", + "0 0.868505 0.999576 0.156566 4.060156 0.969203 " + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from tqdm import tqdm\n", + "result=[]\n", + "for alpha in tqdm([round(i,1) for i in np.arange(0.2,1.6001,0.2)]):\n", + " model=RP3Beta()\n", + " model.fit(train_ui, alpha=alpha, beta=0)\n", + " reco=pd.DataFrame(model.recommend(user_code_id, item_code_id, topK=10))\n", + " estimations_df=pd.DataFrame(model.estimate(user_code_id, item_code_id, test_ui))\n", + " to_append=ev.evaluate(test=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None),\n", + " estimations_df=estimations_df, \n", + " reco=np.array(reco),\n", + " super_reactions=[4,5])\n", + " to_append.insert(0, \"Alpha\", alpha)\n", + " result.append(to_append)\n", + " \n", + "result=pd.concat(result)\n", + "result" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": { + "scrolled": false + }, + "outputs": [], + "source": [ + "metrics=list(result.columns[[i not in ['Alpha'] for i in result.columns]])\n", + "\n", + "charts_per_row=6\n", + "charts_per_column=3\n", + "\n", + "fig, axes = plt.subplots(nrows=charts_per_row, ncols=charts_per_column,figsize=(18, 7*charts_per_row ))\n", + "import itertools\n", + "to_iter=[i for i in itertools.product(range(charts_per_row), range(charts_per_column))]\n", + "\n", + "for i in range(len(metrics)):\n", + " df=result[['Alpha', metrics[i]]]\n", + " df.plot(ax=axes[to_iter[i]], title=metrics[i], x=0, y=1)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "##### Beta" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 0%| | 0/10 [00:00\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", 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BetaRMSEMAEprecisionrecallF_1F_05precision_superrecall_superNDCGmAPMRRLAUCHRReco in testTest coverageShannonGini
00.03.7024463.5272730.2821850.1920920.1867490.2169800.2041850.2400960.3391140.2049050.5721570.5935440.8759281.0000000.0772013.8758920.974947
00.13.7033123.5281280.2901380.1975970.1922590.2233360.2109440.2461530.3477680.2120340.5810380.5963280.8844111.0000000.0851373.9574160.972784
00.23.7038253.5286360.2971370.2012020.1960670.2281690.2180260.2527670.3556550.2199090.5889040.5981600.8865321.0000000.0945174.0532120.969980
00.33.7041303.5289390.3034990.2047490.1999010.2328290.2251070.2607970.3637570.2268250.5999690.5999640.8886531.0000000.1053394.1477790.966948
00.43.7043133.5291200.3089080.2088110.2038540.2372410.2296140.2669180.3707580.2326730.6093850.6020140.8950160.9998940.1320354.2596820.962989
00.53.7044223.5292290.3143160.2114110.2067680.2409860.2371240.2734160.3783070.2392970.6227920.6033270.9034990.9990460.1688314.4112810.956648
00.63.7044883.5292950.3146340.2062090.2048180.2401590.2424890.2738500.3764380.2384280.6220420.6007210.8971370.9963940.2128434.6219380.945932
00.73.7045283.5293350.3041360.1872980.1919900.2287490.2383050.2562010.3588070.2268080.5938970.5912070.8685050.9830330.2568544.8985680.928065
00.83.7045523.5293600.2663840.1475710.1586600.1948380.2144850.2093360.2998500.1843560.4928520.5711520.8038180.9363730.3412705.2573970.895882
00.93.7045673.5293750.1623540.0769670.0892330.1145830.1346570.1132530.1608680.0854860.2435900.5354050.5800640.8001060.4155845.5639100.857396
\n", + "" + ], + "text/plain": [ + " Beta RMSE MAE precision recall F_1 F_05 \\\n", + "0 0.0 3.702446 3.527273 0.282185 0.192092 0.186749 0.216980 \n", + "0 0.1 3.703312 3.528128 0.290138 0.197597 0.192259 0.223336 \n", + "0 0.2 3.703825 3.528636 0.297137 0.201202 0.196067 0.228169 \n", + "0 0.3 3.704130 3.528939 0.303499 0.204749 0.199901 0.232829 \n", + "0 0.4 3.704313 3.529120 0.308908 0.208811 0.203854 0.237241 \n", + "0 0.5 3.704422 3.529229 0.314316 0.211411 0.206768 0.240986 \n", + "0 0.6 3.704488 3.529295 0.314634 0.206209 0.204818 0.240159 \n", + "0 0.7 3.704528 3.529335 0.304136 0.187298 0.191990 0.228749 \n", + "0 0.8 3.704552 3.529360 0.266384 0.147571 0.158660 0.194838 \n", + "0 0.9 3.704567 3.529375 0.162354 0.076967 0.089233 0.114583 \n", + "\n", + " precision_super recall_super NDCG mAP MRR LAUC \\\n", + "0 0.204185 0.240096 0.339114 0.204905 0.572157 0.593544 \n", + "0 0.210944 0.246153 0.347768 0.212034 0.581038 0.596328 \n", + "0 0.218026 0.252767 0.355655 0.219909 0.588904 0.598160 \n", + "0 0.225107 0.260797 0.363757 0.226825 0.599969 0.599964 \n", + "0 0.229614 0.266918 0.370758 0.232673 0.609385 0.602014 \n", + "0 0.237124 0.273416 0.378307 0.239297 0.622792 0.603327 \n", + "0 0.242489 0.273850 0.376438 0.238428 0.622042 0.600721 \n", + "0 0.238305 0.256201 0.358807 0.226808 0.593897 0.591207 \n", + "0 0.214485 0.209336 0.299850 0.184356 0.492852 0.571152 \n", + "0 0.134657 0.113253 0.160868 0.085486 0.243590 0.535405 \n", + "\n", + " HR Reco in test Test coverage Shannon Gini \n", + "0 0.875928 1.000000 0.077201 3.875892 0.974947 \n", + "0 0.884411 1.000000 0.085137 3.957416 0.972784 \n", + "0 0.886532 1.000000 0.094517 4.053212 0.969980 \n", + "0 0.888653 1.000000 0.105339 4.147779 0.966948 \n", + "0 0.895016 0.999894 0.132035 4.259682 0.962989 \n", + "0 0.903499 0.999046 0.168831 4.411281 0.956648 \n", + "0 0.897137 0.996394 0.212843 4.621938 0.945932 \n", + "0 0.868505 0.983033 0.256854 4.898568 0.928065 \n", + "0 0.803818 0.936373 0.341270 5.257397 0.895882 \n", + "0 0.580064 0.800106 0.415584 5.563910 0.857396 " + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from tqdm import tqdm\n", + "result=[]\n", + "for beta in tqdm([round(i,1) for i in np.arange(0,1,0.1)]):\n", + " model=RP3Beta()\n", + " model.fit(train_ui, alpha=1, beta=beta)\n", + " reco=pd.DataFrame(model.recommend(user_code_id, item_code_id, topK=10))\n", + " estimations_df=pd.DataFrame(model.estimate(user_code_id, item_code_id, test_ui))\n", + " to_append=ev.evaluate(test=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None),\n", + " estimations_df=estimations_df, \n", + " reco=np.array(reco),\n", + " super_reactions=[4,5])\n", + " to_append.insert(0, \"Beta\", beta)\n", + " result.append(to_append)\n", + " \n", + "result=pd.concat(result)\n", + "result" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": { + "scrolled": false + }, + "outputs": [], + "source": [ + "### import matplotlib.pyplot as plt\n", + "\n", + "metrics=list(result.columns[[i not in ['Beta'] for i in result.columns]])\n", + "\n", + "charts_per_row=6\n", + "charts_per_column=3\n", + "\n", + "fig, axes = plt.subplots(nrows=charts_per_row, ncols=charts_per_column,figsize=(18, 7*charts_per_row ))\n", + "import itertools\n", + "to_iter=[i for i in itertools.product(range(charts_per_row), range(charts_per_column))]\n", + "\n", + "for i in range(len(metrics)):\n", + " df=result[['Beta', metrics[i]]]\n", + " df.plot(ax=axes[to_iter[i]], title=metrics[i], x=0, y=1)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Check sample recommendations" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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userratingtitlegenres
284807745Right Stuff, The (1983)Drama
504237745Conan the Barbarian (1981)Action, Adventure
181887745Clockwork Orange, A (1971)Sci-Fi
222867745Groundhog Day (1993)Comedy, Romance
239437745Apocalypse Now (1979)Drama, War
517267745Star Trek VI: The Undiscovered Country (1991)Action, Adventure, Sci-Fi
167147745Man Who Would Be King, The (1975)Adventure
423127745Treasure of the Sierra Madre, The (1948)Adventure
375947744Nightmare on Elm Street, A (1984)Horror
160667744Godfather, The (1972)Action, Crime, Drama
626247744Highlander (1986)Action, Adventure
36117744Aliens (1986)Action, Sci-Fi, Thriller, War
577657744Killing Fields, The (1984)Drama, War
54287774412 Angry Men (1957)Drama
475687744Alien (1979)Action, Horror, Sci-Fi, Thriller
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userrec_nbtitlegenres
900774.01Silence of the Lambs, The (1991)Drama, Thriller
3335774.02Toy Story (1995)Animation, Children's, Comedy
7822774.03Princess Bride, The (1987)Action, Adventure, Comedy, Romance
4301774.04Twelve Monkeys (1995)Drama, Sci-Fi
8426774.05Indiana Jones and the Last Crusade (1989)Action, Adventure
8752774.06Terminator, The (1984)Action, Sci-Fi, Thriller
2075774.07Back to the Future (1985)Comedy, Sci-Fi
8681774.08Forrest Gump (1994)Comedy, Romance, War
7507774.09Star Trek: First Contact (1996)Action, Adventure, Sci-Fi
7942774.010Amadeus (1984)Drama, Mystery
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" + ], + "text/plain": [ + " user rec_nb title \\\n", + "900 774.0 1 Silence of the Lambs, The (1991) \n", + "3335 774.0 2 Toy Story (1995) \n", + "7822 774.0 3 Princess Bride, The (1987) \n", + "4301 774.0 4 Twelve Monkeys (1995) \n", + "8426 774.0 5 Indiana Jones and the Last Crusade (1989) \n", + "8752 774.0 6 Terminator, The (1984) \n", + "2075 774.0 7 Back to the Future (1985) \n", + "8681 774.0 8 Forrest Gump (1994) \n", + "7507 774.0 9 Star Trek: First Contact (1996) \n", + "7942 774.0 10 Amadeus (1984) \n", + "\n", + " genres \n", + "900 Drama, Thriller \n", + "3335 Animation, Children's, Comedy \n", + "7822 Action, Adventure, Comedy, Romance \n", + "4301 Drama, Sci-Fi \n", + "8426 Action, Adventure \n", + "8752 Action, Sci-Fi, Thriller \n", + "2075 Comedy, Sci-Fi \n", + "8681 Comedy, Romance, War \n", + "7507 Action, Adventure, Sci-Fi \n", + "7942 Drama, Mystery " + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + 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\n", 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "train=pd.read_csv('./Datasets/ml-100k/train.csv', sep='\\t', header=None, names=['user', 'item', 'rating', 'timestamp'])\n", + "items=pd.read_csv('./Datasets/ml-100k/movies.csv')\n", + "\n", + "user=random.choice(list(set(train['user'])))\n", + "\n", + "train_content=pd.merge(train, items, left_on='item', right_on='id')\n", + "display(train_content[train_content['user']==user][['user', 'rating', 'title', 'genres']]\\\n", + " .sort_values(by='rating', ascending=False)[:15])\n", + "\n", + "reco = np.loadtxt('Recommendations generated/ml-100k/Self_P3_reco.csv', delimiter=',')\n", + "items=pd.read_csv('./Datasets/ml-100k/movies.csv')\n", + "\n", + "# Let's ignore scores - they are not used in evaluation: \n", + "reco_users=reco[:,:1]\n", + "reco_items=reco[:,1::2]\n", + "# Let's put them into one array\n", + "reco=np.concatenate((reco_users, reco_items), axis=1)\n", + "\n", + "# Let's rebuild it user-item dataframe\n", + "recommended=[]\n", + "for row in reco:\n", + " for rec_nb, entry in enumerate(row[1:]):\n", + " recommended.append((row[0], rec_nb+1, entry))\n", + "recommended=pd.DataFrame(recommended, columns=['user','rec_nb', 'item'])\n", + "\n", + "recommended_content=pd.merge(recommended, items, left_on='item', right_on='id')\n", + "recommended_content[recommended_content['user']==user][['user', 'rec_nb', 'title', 'genres']].sort_values(by='rec_nb')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# project task 6: generate recommendations of RP3Beta for hiperparameters found to optimize recall" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "943it [00:00, 9215.29it/s]\n" + ] + }, + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " RMSE MAE precision recall F_1 F_05 \\\n", + "0 3.704589 3.529397 0.286744 0.196524 0.191117 0.221375 \n", + "\n", + " precision_super recall_super NDCG mAP MRR LAUC \\\n", + "0 0.213948 0.251263 0.344598 0.207836 0.587953 0.59577 \n", + "\n", + " HR Reco in test Test coverage Shannon Gini \n", + "0 0.885472 0.998197 0.193362 4.291821 0.960775 " + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# use better values than (1,0) for alpha and beta\n", + "# if you want you can also modify the model to consider different weights (we took as weights user ratings, maybe take ones or squares of ratings instead)\n", + "# save the outptut in 'Recommendations generated/ml-100k/Self_RP3Beta_estimations.csv'\n", + "# and 'Recommendations generated/ml-100k/Self_RP3Beta_reco.csv'model=RP3Beta()\n", + "model.fit(train_ui, alpha=1.4, beta=0.3)\n", + "top_n=pd.DataFrame(model.recommend(user_code_id, item_code_id, topK=10))\n", + "\n", + "top_n.to_csv('Recommendations generated/ml-100k/Self_RP3Beta_reco.csv', index=False, header=False)\n", + "\n", + "estimations=pd.DataFrame(model.estimate(user_code_id, item_code_id, test_ui))\n", + "estimations.to_csv('Recommendations generated/ml-100k/Self_RP3Beta_estimations.csv', index=False, header=False)\n", + "import evaluation_measures as ev\n", + "estimations_df=pd.read_csv('Recommendations generated/ml-100k/Self_RP3Beta_estimations.csv', header=None)\n", + "reco=np.loadtxt('Recommendations generated/ml-100k/Self_RP3Beta_reco.csv', delimiter=',')\n", + "\n", + "ev.evaluate(test=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\t', header=None), estimations_df=estimations_df, reco=reco, super_reactions=[4,5])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# project task 7 (optional): implement graph-based model of your choice " + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [], + "source": [ + "# for example change length of paths in RP3beta\n", + "# save the outptut in 'Recommendations generated/ml-100k/Self_GraphTask_estimations.csv'\n", + "# and 'Recommendations generated/ml-100k/Self_GraphTask_reco.csv'" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.8.3" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/.ipynb_checkpoints/P6. LightFM-checkpoint.ipynb b/.ipynb_checkpoints/P6. LightFM-checkpoint.ipynb new file mode 100644 index 0000000..ba90c5e --- /dev/null +++ b/.ipynb_checkpoints/P6. LightFM-checkpoint.ipynb @@ -0,0 +1,2049 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import helpers\n", + "import pandas as pd\n", + "import numpy as np\n", + "import scipy.sparse as sparse\n", + "from collections import defaultdict\n", + "from itertools import chain\n", + "import random\n", + "import time\n", + "import matplotlib.pyplot as plt\n", + "\n", + "train_read=pd.read_csv('./Datasets/ml-100k/train.csv', sep='\\t', header=None)\n", + "test_read=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None)\n", + "train_ui, test_ui, user_code_id, user_id_code, item_code_id, item_id_code = helpers.data_to_csr(train_read, test_read)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "<943x1682 sparse matrix of type ''\n", + "\twith 80000 stored elements in Compressed Sparse Row format>" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "train_ui" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Let's prepare user and item features" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Item features" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " 0 1 2 3 4\n", + "0 1 24 M technician 85711\n", + "1 2 53 F other 94043\n", + "2 3 23 M writer 32067" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "users = pd.read_csv('./Datasets/ml-100k/u.user', sep='|', encoding='latin-1', header=None)\n", + "users[:3]" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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id_1id_2id_3id_4id_5id_6id_7id_8id_9id_10...FantasyFilm-NoirHorrorMusicalMysteryRomanceSci-FiThrillerWarWestern
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3 rows × 1941 columns

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" + ], + "text/plain": [ + " id_1 id_2 id_3 id_4 id_5 id_6 id_7 id_8 id_9 id_10 ... Fantasy \\\n", + "0 1 0 0 0 0 0 0 0 0 0 ... 0 \n", + "1 0 1 0 0 0 0 0 0 0 0 ... 0 \n", + "2 0 0 1 0 0 0 0 0 0 0 ... 0 \n", + "\n", + " Film-Noir Horror Musical Mystery Romance Sci-Fi Thriller War \\\n", + "0 0 0 0 0 0 0 0 0 \n", + "1 0 0 0 0 0 0 1 0 \n", + "2 0 0 0 0 0 0 1 0 \n", + "\n", + " Western \n", + "0 0 \n", + "1 0 \n", + "2 0 \n", + "\n", + "[3 rows x 1941 columns]" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "users=users.astype(object)\n", + "user_features_df=pd.get_dummies(users, ['id', 'age', 'sex','profesion','zip_code'])\n", + "item_features_df[:3]" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "<943x1682 sparse matrix of type ''\n", + "\twith 80000 stored elements in Compressed Sparse Row format>" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "train_ui" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "<943x1822 sparse matrix of type ''\n", + "\twith 4715 stored elements in Compressed Sparse Row format>" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "user_features=sparse.csr_matrix(user_features_df.values)\n", + "user_features" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Model" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### LightFM with user and item features" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "ename": "ModuleNotFoundError", + "evalue": "No module named 'lightfm'", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mModuleNotFoundError\u001b[0m Traceback (most recent call last)", + "\u001b[1;32m\u001b[0m in \u001b[0;36m\u001b[1;34m\u001b[0m\n\u001b[1;32m----> 1\u001b[1;33m \u001b[1;32mfrom\u001b[0m \u001b[0mlightfm\u001b[0m \u001b[1;32mimport\u001b[0m \u001b[0mLightFM\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m 2\u001b[0m \u001b[1;32mfrom\u001b[0m \u001b[0mlightfm\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mevaluation\u001b[0m \u001b[1;32mimport\u001b[0m \u001b[0mprecision_at_k\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 3\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 4\u001b[0m \u001b[1;32mfor\u001b[0m \u001b[0mloss\u001b[0m \u001b[1;32min\u001b[0m \u001b[1;33m[\u001b[0m\u001b[1;34m'logistic'\u001b[0m\u001b[1;33m,\u001b[0m \u001b[1;34m'bpr'\u001b[0m\u001b[1;33m,\u001b[0m \u001b[1;34m'warp'\u001b[0m\u001b[1;33m]\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 5\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n", + "\u001b[1;31mModuleNotFoundError\u001b[0m: No module named 'lightfm'" + ] + } + ], + "source": [ + "from lightfm import LightFM\n", + "from lightfm.evaluation import precision_at_k\n", + "\n", + "for loss in ['logistic', 'bpr', 'warp']:\n", + "\n", + " model = LightFM(no_components=10, loss=loss)\n", + " model.fit(train_ui, user_features=user_features, item_features=item_features, epochs=30, num_threads=4)\n", + "\n", + " print(loss)\n", + " print(\"Train precision: %.2f\" % precision_at_k(model, test_interactions=train_ui, \n", + " user_features=user_features, item_features=item_features, k=10).mean())\n", + " print(\"Test precision: %.2f\" % precision_at_k(model, test_interactions=test_ui, train_interactions=train_ui,\n", + " user_features=user_features, item_features=item_features, k=10).mean())" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "def top_k_recommendations(model, user_features, item_features, user_code_id, item_code_id, topK=10):\n", + " result=[]\n", + " for user_code in range(test_ui.shape[0]):\n", + " user_rated=train_ui.indices[train_ui.indptr[user_code]:train_ui.indptr[user_code+1]]\n", + " scores = model.predict(user_code, np.arange(train_ui.shape[1]), user_features=user_features, item_features=item_features)\n", + " \n", + " scores[user_rated]=-np.inf # to put rated items at the end of the list\n", + " \n", + " top_items=[item_code_id[item] for item in np.argsort(-scores)[:topK]]\n", + " result.append([user_code_id[user_code]]+list(chain(*zip(top_items,-np.sort(-scores)[:topK]))))\n", + " return result\n", + "\n", + "def estimate(model, user_features, item_features, user_code_id, item_code_id, test_ui):\n", + " result=[]\n", + " for user, item in zip(*test_ui.nonzero()):\n", + " result.append([user_code_id[user], item_code_id[item], \n", + " model.predict(user, np.array([item]), user_features=user_features, item_features=item_features)[0]])\n", + " return result" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "ename": "NameError", + "evalue": "name 'top_k_recommendations' is not defined", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mNameError\u001b[0m Traceback (most recent call last)", + "\u001b[1;32m\u001b[0m in \u001b[0;36m\u001b[1;34m\u001b[0m\n\u001b[1;32m----> 1\u001b[1;33m \u001b[0mtop_n\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mpd\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mDataFrame\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mtop_k_recommendations\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mmodel\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mmodel\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0muser_features\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0muser_features\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mitem_features\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mitem_features\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0muser_code_id\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0muser_code_id\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mitem_code_id\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mitem_code_id\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mtopK\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;36m10\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m 2\u001b[0m \u001b[0mtop_n\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mto_csv\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;34m'Recommendations generated/ml-100k/Ready_LightFM_reco.csv'\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mindex\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;32mFalse\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mheader\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;32mFalse\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 3\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 4\u001b[0m \u001b[0mestimations\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mpd\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mDataFrame\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mestimate\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mmodel\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mmodel\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0muser_features\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0muser_features\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mitem_features\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mitem_features\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0muser_code_id\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0muser_code_id\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mitem_code_id\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mitem_code_id\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mtest_ui\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mtest_ui\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 5\u001b[0m \u001b[0mestimations\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mto_csv\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;34m'Recommendations generated/ml-100k/Ready_LightFM_estimations.csv'\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mindex\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;32mFalse\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mheader\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;32mFalse\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n", + "\u001b[1;31mNameError\u001b[0m: name 'top_k_recommendations' is not defined" + ] + } + ], + "source": [ + "top_n=pd.DataFrame(top_k_recommendations(model=model, user_features=user_features, item_features=item_features, user_code_id=user_code_id, item_code_id=item_code_id, topK=10))\n", + "top_n.to_csv('Recommendations generated/ml-100k/Ready_LightFM_reco.csv', index=False, header=False)\n", + "\n", + "estimations=pd.DataFrame(estimate(model=model, user_features=user_features, item_features=item_features, user_code_id=user_code_id, item_code_id=item_code_id, test_ui=test_ui))\n", + "estimations.to_csv('Recommendations generated/ml-100k/Ready_LightFM_estimations.csv', index=False, header=False)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Pure MF with LightFM" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [], + "source": [ + "item_features_interactions=sparse.csr_matrix(item_features_df[[item_feature for item_feature in item_features_df.columns \n", + " if 'id_' in item_feature]].values)\n", + "user_features_interactions=sparse.csr_matrix(user_features_df[[user_feature for user_feature in user_features_df.columns \n", + " if 'id_' in user_feature]].values)" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [ + { + "ename": "ModuleNotFoundError", + "evalue": "No module named 'lightfm'", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mModuleNotFoundError\u001b[0m Traceback (most recent call last)", + "\u001b[1;32m\u001b[0m in \u001b[0;36m\u001b[1;34m\u001b[0m\n\u001b[1;32m----> 1\u001b[1;33m \u001b[1;32mfrom\u001b[0m \u001b[0mlightfm\u001b[0m \u001b[1;32mimport\u001b[0m \u001b[0mLightFM\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m 2\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 3\u001b[0m \u001b[0mmodel\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mLightFM\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mloss\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;34m'warp'\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 4\u001b[0m \u001b[0mmodel\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mfit\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mtrain_ui\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0muser_features\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0muser_features_interactions\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mitem_features\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mitem_features_interactions\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mepochs\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;36m30\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mnum_threads\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;36m4\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 5\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n", + "\u001b[1;31mModuleNotFoundError\u001b[0m: No module named 'lightfm'" + ] + } + ], + "source": [ + "from lightfm import LightFM\n", + "\n", + "model = LightFM(loss='warp')\n", + "model.fit(train_ui, user_features=user_features_interactions, item_features=item_features_interactions, epochs=30, num_threads=4)\n", + "\n", + "from lightfm.evaluation import precision_at_k\n", + "\n", + "print(\"Train precision: %.2f\" % precision_at_k(model, test_interactions=train_ui, k=10).mean())\n", + "print(\"Test precision: %.2f\" % precision_at_k(model, test_interactions=test_ui, train_interactions=train_ui, k=10).mean())" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "ename": "NameError", + "evalue": "name 'top_k_recommendations' is not defined", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mNameError\u001b[0m Traceback (most recent call last)", + "\u001b[1;32m\u001b[0m in \u001b[0;36m\u001b[1;34m\u001b[0m\n\u001b[1;32m----> 1\u001b[1;33m \u001b[0mtop_n\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mpd\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mDataFrame\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mtop_k_recommendations\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mmodel\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mmodel\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0muser_features\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0muser_features_interactions\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mitem_features\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mitem_features_interactions\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0muser_code_id\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0muser_code_id\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mitem_code_id\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mitem_code_id\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mtopK\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;36m10\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m 2\u001b[0m \u001b[0mtop_n\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mto_csv\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;34m'Recommendations generated/ml-100k/Ready_LightFMpureMF_reco.csv'\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mindex\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;32mFalse\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mheader\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;32mFalse\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 3\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 4\u001b[0m \u001b[0mestimations\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mpd\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mDataFrame\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mestimate\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mmodel\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mmodel\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0muser_features\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0muser_features_interactions\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mitem_features\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mitem_features_interactions\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0muser_code_id\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0muser_code_id\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mitem_code_id\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mitem_code_id\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mtest_ui\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mtest_ui\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 5\u001b[0m \u001b[0mestimations\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mto_csv\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;34m'Recommendations generated/ml-100k/Ready_LightFMpureMF_estimations.csv'\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mindex\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;32mFalse\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mheader\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;32mFalse\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n", + "\u001b[1;31mNameError\u001b[0m: name 'top_k_recommendations' is not defined" + ] + } + ], + "source": [ + "top_n=pd.DataFrame(top_k_recommendations(model=model, user_features=user_features_interactions, item_features=item_features_interactions, user_code_id=user_code_id, item_code_id=item_code_id, topK=10))\n", + "top_n.to_csv('Recommendations generated/ml-100k/Ready_LightFMpureMF_reco.csv', index=False, header=False)\n", + "\n", + "estimations=pd.DataFrame(estimate(model=model, user_features=user_features_interactions, item_features=item_features_interactions, user_code_id=user_code_id, item_code_id=item_code_id, test_ui=test_ui))\n", + "estimations.to_csv('Recommendations generated/ml-100k/Ready_LightFMpureMF_estimations.csv', index=False, header=False)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### LightFM with user/item attributes only (without treating id as a feature)" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [], + "source": [ + "item_features_only=sparse.csr_matrix(item_features_df[[item_feature for item_feature in item_features_df.columns \n", + " if 'id_' not in item_feature]].values)\n", + "user_features_only=sparse.csr_matrix(user_features_df[[user_feature for user_feature in user_features_df.columns \n", + " if 'id_' not in user_feature]].values)" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "c:\\users\\adrian\\appdata\\local\\programs\\python\\python38-32\\lib\\site-packages\\lightfm\\_lightfm_fast.py:9: UserWarning: LightFM was compiled without OpenMP support. Only a single thread will be used.\n", + " warnings.warn('LightFM was compiled without OpenMP support. '\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Train precision: 0.39\n", + "Test precision: 0.16\n" + ] + } + ], + "source": [ + "from lightfm import LightFM\n", + "\n", + "model = LightFM(loss='warp')\n", + "model.fit(train_ui, user_features=user_features_only, item_features=item_features_only, epochs=30, num_threads=4)\n", + "\n", + "from lightfm.evaluation import precision_at_k\n", + "\n", + "print(\"Train precision: %.2f\" % precision_at_k(model, test_interactions=train_ui, \n", + " user_features=user_features_only, item_features=item_features_only, k=10).mean())\n", + "print(\"Test precision: %.2f\" % precision_at_k(model, test_interactions=test_ui, train_interactions=train_ui,\n", + " user_features=user_features_only, item_features=item_features_only, k=10).mean())" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [ + { + "ename": "NameError", + "evalue": "name 'top_k_recommendations' is not defined", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mNameError\u001b[0m Traceback (most recent call last)", + "\u001b[1;32m\u001b[0m in \u001b[0;36m\u001b[1;34m\u001b[0m\n\u001b[1;32m----> 1\u001b[1;33m \u001b[0mtop_n\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mpd\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mDataFrame\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mtop_k_recommendations\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mmodel\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mmodel\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0muser_features\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0muser_features_only\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mitem_features\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mitem_features_only\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0muser_code_id\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0muser_code_id\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mitem_code_id\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mitem_code_id\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mtopK\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;36m10\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m 2\u001b[0m \u001b[0mtop_n\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mto_csv\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;34m'Recommendations generated/ml-100k/Ready_LightFMcontent_reco.csv'\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mindex\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;32mFalse\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mheader\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;32mFalse\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 3\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 4\u001b[0m \u001b[0mestimations\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mpd\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mDataFrame\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mestimate\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mmodel\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mmodel\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0muser_features\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0muser_features_only\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mitem_features\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mitem_features_only\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0muser_code_id\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0muser_code_id\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mitem_code_id\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mitem_code_id\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mtest_ui\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mtest_ui\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 5\u001b[0m \u001b[0mestimations\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mto_csv\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;34m'Recommendations generated/ml-100k/Ready_LightFMcontent_estimations.csv'\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mindex\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;32mFalse\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mheader\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;32mFalse\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n", + "\u001b[1;31mNameError\u001b[0m: name 'top_k_recommendations' is not defined" + ] + } + ], + "source": [ + "top_n=pd.DataFrame(top_k_recommendations(model=model, user_features=user_features_only, item_features=item_features_only, user_code_id=user_code_id, item_code_id=item_code_id, topK=10))\n", + "top_n.to_csv('Recommendations generated/ml-100k/Ready_LightFMcontent_reco.csv', index=False, header=False)\n", + "\n", + "estimations=pd.DataFrame(estimate(model=model, user_features=user_features_only, item_features=item_features_only, user_code_id=user_code_id, item_code_id=item_code_id, test_ui=test_ui))\n", + "estimations.to_csv('Recommendations generated/ml-100k/Ready_LightFMcontent_estimations.csv', index=False, header=False)" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "943it [00:00, 10622.43it/s]\n", + "943it [00:00, 9747.58it/s]\n", + "943it [00:00, 10554.65it/s]\n", + "943it [00:00, 9450.92it/s]\n", + "943it [00:00, 10058.79it/s]\n", + "943it [00:00, 10744.58it/s]\n", + "943it [00:00, 10390.37it/s]\n", + "943it [00:00, 10578.65it/s]\n", + "943it [00:00, 11388.05it/s]\n", + "943it [00:00, 11256.24it/s]\n", + "943it [00:00, 10166.93it/s]\n", + "943it [00:00, 10388.40it/s]\n", + "943it [00:00, 10058.69it/s]\n", + "943it [00:00, 10740.81it/s]\n", + "943it [00:00, 9636.75it/s]\n", + "943it [00:00, 10511.93it/s]\n", + "943it [00:00, 10864.37it/s]\n" + ] + }, + { + "data": { + "text/html": [ + "
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ModelRMSEMAEprecisionrecallF_1F_05precision_superrecall_super
0Self_RP3Beta3.7045893.5293970.2867440.1965240.1911170.2213750.2139480.251263
0Self_P33.7024463.5272730.2821850.1920920.1867490.2169800.2041850.240096
0Self_TopPop2.5082582.2179090.1888650.1169190.1187320.1415840.1304720.137473
0Ready_SVD0.9491650.7466670.0939550.0449690.0511970.0654740.0839060.073996
0Self_SVD0.9163300.7201530.1033930.0444550.0531770.0700730.0938840.079366
0Ready_Baseline0.9494590.7524870.0914100.0376520.0460300.0612860.0796140.056463
0Ready_SVDBiased0.9381460.7399170.0865320.0370670.0448320.0588770.0780040.057865
0Self_GlobalAvg1.1257600.9435340.0611880.0259680.0313830.0413430.0405580.032107
0Ready_Random1.5100301.2118480.0500530.0223670.0259840.0337270.0306870.023255
0Ready_I-KNN1.0303860.8130670.0260870.0069080.0105930.0160460.0211370.009522
0Ready_I-KNNWithZScore0.9577010.7523870.0037120.0019940.0023800.0029190.0034330.002401
0Ready_I-KNNBaseline0.9353270.7374240.0025450.0007550.0011050.0016020.0022530.000930
0Ready_I-KNNWithMeans0.9353270.7374240.0025450.0007550.0011050.0016020.0022530.000930
0Ready_U-KNN1.0234950.8079130.0007420.0002050.0003050.0004490.0005360.000198
0Self_TopRated2.5082582.2179090.0009540.0001880.0002980.0004810.0006440.000223
0Self_BaselineUI0.9675850.7627400.0009540.0001700.0002780.0004630.0006440.000189
0Self_IKNN1.0183630.8087930.0003180.0001080.0001400.0001890.0000000.000000
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" + ], + "text/plain": [ + " Model RMSE MAE precision recall F_1 \\\n", + "0 Self_RP3Beta 3.704589 3.529397 0.286744 0.196524 0.191117 \n", + "0 Self_P3 3.702446 3.527273 0.282185 0.192092 0.186749 \n", + "0 Self_TopPop 2.508258 2.217909 0.188865 0.116919 0.118732 \n", + "0 Ready_SVD 0.949165 0.746667 0.093955 0.044969 0.051197 \n", + "0 Self_SVD 0.916330 0.720153 0.103393 0.044455 0.053177 \n", + "0 Ready_Baseline 0.949459 0.752487 0.091410 0.037652 0.046030 \n", + "0 Ready_SVDBiased 0.938146 0.739917 0.086532 0.037067 0.044832 \n", + "0 Self_GlobalAvg 1.125760 0.943534 0.061188 0.025968 0.031383 \n", + "0 Ready_Random 1.510030 1.211848 0.050053 0.022367 0.025984 \n", + "0 Ready_I-KNN 1.030386 0.813067 0.026087 0.006908 0.010593 \n", + "0 Ready_I-KNNWithZScore 0.957701 0.752387 0.003712 0.001994 0.002380 \n", + "0 Ready_I-KNNBaseline 0.935327 0.737424 0.002545 0.000755 0.001105 \n", + "0 Ready_I-KNNWithMeans 0.935327 0.737424 0.002545 0.000755 0.001105 \n", + "0 Ready_U-KNN 1.023495 0.807913 0.000742 0.000205 0.000305 \n", + "0 Self_TopRated 2.508258 2.217909 0.000954 0.000188 0.000298 \n", + "0 Self_BaselineUI 0.967585 0.762740 0.000954 0.000170 0.000278 \n", + "0 Self_IKNN 1.018363 0.808793 0.000318 0.000108 0.000140 \n", + "\n", + " F_05 precision_super recall_super \n", + "0 0.221375 0.213948 0.251263 \n", + "0 0.216980 0.204185 0.240096 \n", + "0 0.141584 0.130472 0.137473 \n", + "0 0.065474 0.083906 0.073996 \n", + "0 0.070073 0.093884 0.079366 \n", + "0 0.061286 0.079614 0.056463 \n", + "0 0.058877 0.078004 0.057865 \n", + "0 0.041343 0.040558 0.032107 \n", + "0 0.033727 0.030687 0.023255 \n", + "0 0.016046 0.021137 0.009522 \n", + "0 0.002919 0.003433 0.002401 \n", + "0 0.001602 0.002253 0.000930 \n", + "0 0.001602 0.002253 0.000930 \n", + "0 0.000449 0.000536 0.000198 \n", + "0 0.000481 0.000644 0.000223 \n", + "0 0.000463 0.000644 0.000189 \n", + "0 0.000189 0.000000 0.000000 " + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
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ModelNDCGmAPMRRLAUCHRReco in testTest coverageShannonGini
0Self_RP3Beta0.3445980.2078360.5879530.5957700.8854720.9981970.1933624.2918210.960775
0Self_P30.3391140.2049050.5721570.5935440.8759281.0000000.0772013.8758920.974947
0Self_TopPop0.2146510.1117070.4009390.5555460.7656421.0000000.0389613.1590790.987317
0Ready_SVD0.1046720.0482110.2207570.5191870.4835630.9979850.2049064.4089130.954288
0Self_SVD0.1077920.0512810.2002100.5189570.4750800.8530220.1471863.9113560.971196
0Ready_Baseline0.0959570.0431780.1981930.5155010.4379641.0000000.0339112.8365130.991139
0Ready_SVDBiased0.0945830.0430130.2023910.5152020.4337220.9960760.1666674.1683540.964092
0Self_GlobalAvg0.0676950.0274700.1711870.5095460.3849421.0000000.0259742.7117720.992003
0Ready_Random0.0553920.0216020.1376900.5077130.3382820.9879110.1875905.1118780.906685
0Ready_I-KNN0.0242140.0089580.0480680.4998850.1548250.4023330.4343435.1336500.877999
0Ready_I-KNNWithZScore0.0051370.0021580.0164580.4973490.0275720.3899260.0678212.4757470.992793
0Ready_I-KNNBaseline0.0034440.0013620.0117600.4967240.0212090.4828210.0598852.2325780.994487
0Ready_I-KNNWithMeans0.0034440.0013620.0117600.4967240.0212090.4828210.0598852.2325780.994487
0Ready_U-KNN0.0008450.0002740.0027440.4964410.0074230.6021210.0108232.0891860.995706
0Self_TopRated0.0010430.0003350.0033480.4964330.0095440.6990460.0050511.9459100.995669
0Self_BaselineUI0.0007520.0001680.0016770.4964240.0095440.6005300.0050511.8031260.996380
0Self_IKNN0.0002140.0000370.0003680.4963910.0031810.3921530.1154404.1747410.965327
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" + ], + "text/plain": [ + " Model NDCG mAP MRR LAUC HR \\\n", + "0 Self_RP3Beta 0.344598 0.207836 0.587953 0.595770 0.885472 \n", + "0 Self_P3 0.339114 0.204905 0.572157 0.593544 0.875928 \n", + "0 Self_TopPop 0.214651 0.111707 0.400939 0.555546 0.765642 \n", + "0 Ready_SVD 0.104672 0.048211 0.220757 0.519187 0.483563 \n", + "0 Self_SVD 0.107792 0.051281 0.200210 0.518957 0.475080 \n", + "0 Ready_Baseline 0.095957 0.043178 0.198193 0.515501 0.437964 \n", + "0 Ready_SVDBiased 0.094583 0.043013 0.202391 0.515202 0.433722 \n", + "0 Self_GlobalAvg 0.067695 0.027470 0.171187 0.509546 0.384942 \n", + "0 Ready_Random 0.055392 0.021602 0.137690 0.507713 0.338282 \n", + "0 Ready_I-KNN 0.024214 0.008958 0.048068 0.499885 0.154825 \n", + "0 Ready_I-KNNWithZScore 0.005137 0.002158 0.016458 0.497349 0.027572 \n", + "0 Ready_I-KNNBaseline 0.003444 0.001362 0.011760 0.496724 0.021209 \n", + "0 Ready_I-KNNWithMeans 0.003444 0.001362 0.011760 0.496724 0.021209 \n", + "0 Ready_U-KNN 0.000845 0.000274 0.002744 0.496441 0.007423 \n", + "0 Self_TopRated 0.001043 0.000335 0.003348 0.496433 0.009544 \n", + "0 Self_BaselineUI 0.000752 0.000168 0.001677 0.496424 0.009544 \n", + "0 Self_IKNN 0.000214 0.000037 0.000368 0.496391 0.003181 \n", + "\n", + " Reco in test Test coverage Shannon Gini \n", + "0 0.998197 0.193362 4.291821 0.960775 \n", + "0 1.000000 0.077201 3.875892 0.974947 \n", + "0 1.000000 0.038961 3.159079 0.987317 \n", + "0 0.997985 0.204906 4.408913 0.954288 \n", + "0 0.853022 0.147186 3.911356 0.971196 \n", + "0 1.000000 0.033911 2.836513 0.991139 \n", + "0 0.996076 0.166667 4.168354 0.964092 \n", + "0 1.000000 0.025974 2.711772 0.992003 \n", + "0 0.987911 0.187590 5.111878 0.906685 \n", + "0 0.402333 0.434343 5.133650 0.877999 \n", + "0 0.389926 0.067821 2.475747 0.992793 \n", + "0 0.482821 0.059885 2.232578 0.994487 \n", + "0 0.482821 0.059885 2.232578 0.994487 \n", + "0 0.602121 0.010823 2.089186 0.995706 \n", + "0 0.699046 0.005051 1.945910 0.995669 \n", + "0 0.600530 0.005051 1.803126 0.996380 \n", + "0 0.392153 0.115440 4.174741 0.965327 " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import evaluation_measures as ev\n", + "\n", + "dir_path=\"Recommendations generated/ml-100k/\"\n", + "super_reactions=[4,5]\n", + "test=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None)\n", + "\n", + "df=ev.evaluate_all(test, dir_path, super_reactions)\n", + "display(df.iloc[:,:9])\n", + "display(df.iloc[:,np.append(0,np.arange(9, df.shape[1]))])" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.8.3" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/.ipynb_checkpoints/P7. WRMF (Implicit ALS)-checkpoint.ipynb b/.ipynb_checkpoints/P7. WRMF (Implicit ALS)-checkpoint.ipynb new file mode 100644 index 0000000..19871ae --- /dev/null +++ b/.ipynb_checkpoints/P7. WRMF (Implicit ALS)-checkpoint.ipynb @@ -0,0 +1,1812 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "import helpers\n", + "import pandas as pd\n", + "import numpy as np\n", + "import scipy.sparse as sparse\n", + "from collections import defaultdict\n", + "from itertools import chain\n", + "import random\n", + "import time\n", + "import matplotlib.pyplot as plt\n", + "import implicit\n", + "import evaluation_measures as ev\n", + "\n", + "train_read=pd.read_csv('./Datasets/ml-100k/train.csv', sep='\\t', header=None)\n", + "test_read=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None)\n", + "train_ui, test_ui, user_code_id, user_id_code, item_code_id, item_id_code = helpers.data_to_csr(train_read, test_read)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "alpha = 30\n", + "train_ui*=alpha\n", + "train_iu=train_ui.transpose().tocsr()" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:root:OpenBLAS detected. Its highly recommend to set the environment variable 'export OPENBLAS_NUM_THREADS=1' to disable its internal multithreading\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "1b4550ffe25e47cc8be9484358e7dba9", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "HBox(children=(FloatProgress(value=0.0, max=10.0), HTML(value='')))" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n" + ] + } + ], + "source": [ + "model = implicit.als.AlternatingLeastSquares(factors=200, regularization=0.1, iterations=10)\n", + "model.fit(train_iu)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "def top_k_recommendations(model, user_code_id, item_code_id, topK=10):\n", + " recommendations=[]\n", + " for u in range(train_ui.shape[0]):\n", + " u_recommended_items=model.recommend(u, train_ui, N=10, filter_already_liked_items=True)\n", + " recommendations.append([user_code_id[u]]+list(chain(*u_recommended_items)))\n", + " reco=pd.DataFrame(recommendations)\n", + " reco.iloc[:,1::2]=reco.iloc[:,1::2].applymap(lambda x: item_code_id[x])\n", + " return reco\n", + "\n", + "def estimate(model, user_code_id, item_code_id, test_ui):\n", + " result=[]\n", + " for user, item in zip(*test_ui.nonzero()):\n", + " result.append([user_code_id[user], item_code_id[item], \n", + " model.rank_items(userid=user, user_items=train_ui, selected_items=[item])[0][1]])\n", + " return result" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [], + "source": [ + "reco=top_k_recommendations(model, user_code_id, item_code_id, topK=10)\n", + "reco.to_csv('Recommendations generated/ml-100k/Ready_ImplicitALS_reco.csv', index=False, header=False)\n", + "\n", + "estimations_df=pd.DataFrame(estimate(model, user_code_id, item_code_id, test_ui))\n", + "estimations_df.to_csv('Recommendations generated/ml-100k/Ready_ImplicitALS_estimations.csv', index=False, header=False)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "943it [00:00, 9361.55it/s]\n" + ] + }, + { + "data": { + "text/html": [ + "
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RMSEMAEprecisionrecallF_1F_05precision_superrecall_superNDCGmAPMRRLAUCHRReco in testTest coverageShannonGini
03.2749713.0760910.2467660.1802840.1711810.1949350.163090.2054160.298220.1662260.5201570.5875090.8780490.9997880.5086585.7569470.819903
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" + ], + "text/plain": [ + " RMSE MAE precision recall F_1 F_05 \\\n", + "0 3.274971 3.076091 0.246766 0.180284 0.171181 0.194935 \n", + "\n", + " precision_super recall_super NDCG mAP MRR LAUC \\\n", + "0 0.16309 0.205416 0.29822 0.166226 0.520157 0.587509 \n", + "\n", + " HR Reco in test Test coverage Shannon Gini \n", + "0 0.878049 0.999788 0.508658 5.756947 0.819903 " + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import evaluation_measures as ev\n", + "import imp\n", + "imp.reload(ev)\n", + "\n", + "estimations_df=pd.read_csv('Recommendations generated/ml-100k/Ready_ImplicitALS_estimations.csv', header=None)\n", + "reco=np.loadtxt('Recommendations generated/ml-100k/Ready_ImplicitALS_reco.csv', delimiter=',')\n", + "\n", + "ev.evaluate(test=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None),\n", + " estimations_df=estimations_df, \n", + " reco=reco,\n", + " super_reactions=[4,5])\n", + "#also you can just type ev.evaluate_all(estimations_df, reco) - I put above values as default" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Hiperparameters tuning" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Number of latent factors" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 0%| | 0/15 [00:00\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
FactorsRMSEMAEprecisionrecallF_1F_05precision_superrecall_superNDCGmAPMRRLAUCHRReco in testTest coverageShannonGini
0252.8449192.6201250.1125130.1188790.0978780.1003720.0667380.1295170.1257790.0529400.2181400.5561620.6564160.9965010.7099576.4573320.647711
0502.8985512.6780810.1446450.1357180.1167200.1237450.0850860.1477380.1628990.0733880.2818010.5647290.7444330.9998940.6493516.2579550.706753
0752.9464532.7284720.1680810.1496630.1318500.1419450.1031120.1605220.1922460.0904850.3352330.5718180.7974550.9997880.6082256.0532050.755007
01002.9833372.7663270.1869570.1598990.1433700.1561460.1186700.1791160.2135950.1032690.3650400.5770070.8292681.0000000.5613285.9060520.789284
01253.0136492.7987920.1954400.1587160.1447000.1599630.1199570.1747940.2275690.1144590.3995960.5764670.8154830.9998940.5324685.7821550.813818
01503.0426732.8307170.2101800.1640050.1513270.1693250.1359440.1816490.2439430.1258040.4251390.5791700.8472961.0000000.5064945.7463120.823647
01753.0642572.8528900.2155890.1654390.1538550.1728230.1360520.1850280.2541840.1305380.4576030.5799170.8579001.0000000.5036085.6310720.838636
02003.0844222.8744240.2196180.1625950.1535130.1742880.1404510.1862070.2571910.1362200.4496470.5785270.8441151.0000000.4884565.6444810.840826
02253.0972042.8884540.2276780.1686510.1599660.1813840.1508580.1957830.2678000.1435320.4645350.5815800.8610820.9997880.4682545.5665330.850247
02503.1111462.9028130.2321310.1691470.1592000.1819690.1478540.1892270.2682820.1440250.4581170.5818320.8536590.9998940.4660895.6033290.846631
02753.1248542.9168410.2345710.1716220.1625980.1850260.1493560.1857060.2748960.1504490.4743720.5830880.8589611.0000000.4668115.5359120.852984
03003.1352532.9288280.2291620.1649300.1573950.1798060.1492490.1911090.2653860.1426510.4547000.5797120.8483561.0000000.4632035.5461130.853711
03253.1430122.9364660.2362670.1643530.1593230.1841140.1555790.1875190.2750570.1503130.4711540.5794620.8547190.9997880.4624825.5429260.856801
03503.1492402.9430030.2384940.1708510.1619390.1857880.1557940.1959130.2785650.1522890.4790330.5827190.8685051.0000000.4740265.5437130.854430
03753.1587462.9535780.2310710.1576070.1535570.1783140.1480690.1745750.2667330.1449450.4605810.5760580.8462351.0000000.4675325.5228170.855222
\n", + "" + ], + "text/plain": [ + " Factors RMSE MAE precision recall F_1 F_05 \\\n", + "0 25 2.844919 2.620125 0.112513 0.118879 0.097878 0.100372 \n", + "0 50 2.898551 2.678081 0.144645 0.135718 0.116720 0.123745 \n", + "0 75 2.946453 2.728472 0.168081 0.149663 0.131850 0.141945 \n", + "0 100 2.983337 2.766327 0.186957 0.159899 0.143370 0.156146 \n", + "0 125 3.013649 2.798792 0.195440 0.158716 0.144700 0.159963 \n", + "0 150 3.042673 2.830717 0.210180 0.164005 0.151327 0.169325 \n", + "0 175 3.064257 2.852890 0.215589 0.165439 0.153855 0.172823 \n", + "0 200 3.084422 2.874424 0.219618 0.162595 0.153513 0.174288 \n", + "0 225 3.097204 2.888454 0.227678 0.168651 0.159966 0.181384 \n", + "0 250 3.111146 2.902813 0.232131 0.169147 0.159200 0.181969 \n", + "0 275 3.124854 2.916841 0.234571 0.171622 0.162598 0.185026 \n", + "0 300 3.135253 2.928828 0.229162 0.164930 0.157395 0.179806 \n", + "0 325 3.143012 2.936466 0.236267 0.164353 0.159323 0.184114 \n", + "0 350 3.149240 2.943003 0.238494 0.170851 0.161939 0.185788 \n", + "0 375 3.158746 2.953578 0.231071 0.157607 0.153557 0.178314 \n", + "\n", + " precision_super recall_super NDCG mAP MRR LAUC \\\n", + "0 0.066738 0.129517 0.125779 0.052940 0.218140 0.556162 \n", + "0 0.085086 0.147738 0.162899 0.073388 0.281801 0.564729 \n", + "0 0.103112 0.160522 0.192246 0.090485 0.335233 0.571818 \n", + "0 0.118670 0.179116 0.213595 0.103269 0.365040 0.577007 \n", + "0 0.119957 0.174794 0.227569 0.114459 0.399596 0.576467 \n", + "0 0.135944 0.181649 0.243943 0.125804 0.425139 0.579170 \n", + "0 0.136052 0.185028 0.254184 0.130538 0.457603 0.579917 \n", + "0 0.140451 0.186207 0.257191 0.136220 0.449647 0.578527 \n", + "0 0.150858 0.195783 0.267800 0.143532 0.464535 0.581580 \n", + "0 0.147854 0.189227 0.268282 0.144025 0.458117 0.581832 \n", + "0 0.149356 0.185706 0.274896 0.150449 0.474372 0.583088 \n", + "0 0.149249 0.191109 0.265386 0.142651 0.454700 0.579712 \n", + "0 0.155579 0.187519 0.275057 0.150313 0.471154 0.579462 \n", + "0 0.155794 0.195913 0.278565 0.152289 0.479033 0.582719 \n", + "0 0.148069 0.174575 0.266733 0.144945 0.460581 0.576058 \n", + "\n", + " HR Reco in test Test coverage Shannon Gini \n", + "0 0.656416 0.996501 0.709957 6.457332 0.647711 \n", + "0 0.744433 0.999894 0.649351 6.257955 0.706753 \n", + "0 0.797455 0.999788 0.608225 6.053205 0.755007 \n", + "0 0.829268 1.000000 0.561328 5.906052 0.789284 \n", + "0 0.815483 0.999894 0.532468 5.782155 0.813818 \n", + "0 0.847296 1.000000 0.506494 5.746312 0.823647 \n", + "0 0.857900 1.000000 0.503608 5.631072 0.838636 \n", + "0 0.844115 1.000000 0.488456 5.644481 0.840826 \n", + "0 0.861082 0.999788 0.468254 5.566533 0.850247 \n", + "0 0.853659 0.999894 0.466089 5.603329 0.846631 \n", + "0 0.858961 1.000000 0.466811 5.535912 0.852984 \n", + "0 0.848356 1.000000 0.463203 5.546113 0.853711 \n", + "0 0.854719 0.999788 0.462482 5.542926 0.856801 \n", + "0 0.868505 1.000000 0.474026 5.543713 0.854430 \n", + "0 0.846235 1.000000 0.467532 5.522817 0.855222 " + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from tqdm import tqdm\n", + "result=[]\n", + "for factors in tqdm([i for i in np.arange(25,400,25)]):\n", + " train_read=pd.read_csv('./Datasets/ml-100k/train.csv', sep='\\t', header=None)\n", + " test_read=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None)\n", + " train_ui, test_ui, user_code_id, user_id_code, item_code_id, item_id_code = helpers.data_to_csr(train_read, test_read)\n", + " \n", + " train_ui*=100\n", + " train_iu=train_ui.transpose().tocsr()\n", + " \n", + " model = implicit.als.AlternatingLeastSquares(factors=factors, regularization=0.1, iterations=10)\n", + " model.fit(train_iu, show_progress=False)\n", + " \n", + " reco=top_k_recommendations(model, user_code_id, item_code_id, topK=10)\n", + " estimations_df=pd.DataFrame(estimate(model, user_code_id, item_code_id, test_ui))\n", + " \n", + " to_append=ev.evaluate(test=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None),\n", + " estimations_df=estimations_df, \n", + " reco=np.array(reco),\n", + " super_reactions=[4,5])\n", + " to_append.insert(0, \"Factors\", factors)\n", + " result.append(to_append)\n", + " \n", + "result=pd.concat(result)\n", + "result" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [], + "source": [ + "### import matplotlib.pyplot as plt\n", + "\n", + "metrics=list(result.columns[[i not in ['Factors'] for i in result.columns]])\n", + "\n", + "charts_per_row=6\n", + "charts_per_column=3\n", + "\n", + "fig, axes = plt.subplots(nrows=charts_per_row, ncols=charts_per_column,figsize=(18, 7*charts_per_row ))\n", + "import itertools\n", + "to_iter=[i for i in itertools.product(range(charts_per_row), range(charts_per_column))]\n", + "\n", + "for i in range(len(metrics)):\n", + " df=result[['Factors', metrics[i]]]\n", + " df.plot(ax=axes[to_iter[i]], title=metrics[i], x=0, y=1)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Alpha" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 0%| | 0/13 [00:00\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + 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AlphaRMSEMAEprecisionrecallF_1F_05precision_superrecall_superNDCGmAPMRRLAUCHRReco in testTest coverageShannonGini
013.6679643.4898180.0943800.0702570.0657280.0744450.0515020.0701470.1134500.0494100.2516170.5318500.5694590.9939550.7373746.6909520.542274
033.6272943.4482830.1487800.1037920.0991590.1142330.0934550.1106660.1814310.0894700.3718730.5488310.7126190.9943800.7114006.6398880.567716
073.5547983.3738760.2199360.1507980.1455140.1686800.1446350.1716800.2631770.1455370.4729680.5726210.8165430.9977730.6313136.3055700.698148
0103.5101813.3276580.2478260.1666690.1619660.1889610.1612660.1841960.2983950.1726030.5275870.5806830.8451750.9980910.5887456.1088510.748855
0303.3555113.1643790.2759280.1935500.1860700.2143750.1832620.2245500.3322320.1981900.5566710.5942470.8769880.9997880.4797985.5701100.844550
0503.2733653.0762560.2650050.1862340.1803880.2070580.1762880.2192040.3104460.1772370.5216550.5905280.8844110.9998940.4769125.4957220.854628
0703.2202083.0184750.2475080.1746760.1677920.1928970.1626610.2039970.2966580.1673660.5221790.5846900.8695651.0000000.4646465.5320330.853659
0903.1777842.9729350.2443270.1747710.1654380.1901940.1612660.1989300.2893730.1606040.4988750.5847100.8716860.9998940.4617605.4952660.857651
01103.1443282.9378500.2349950.1641410.1585100.1830290.1517170.1859310.2684230.1445790.4503770.5793360.8568400.9998940.4538245.5184120.857772
01303.1121802.9024550.2289500.1641220.1566190.1793360.1472100.1884500.2658650.1425020.4590920.5793070.8568401.0000000.4538245.4751530.864239
01503.0921452.8821190.2198300.1540600.1483400.1712060.1414160.1747320.2560540.1361460.4498230.5742450.8419941.0000000.4617605.4891690.859261
01703.0722172.8602010.2219510.1558890.1490700.1723170.1384120.1673050.2512750.1331710.4263810.5751250.8271470.9998940.4675325.5625010.853246
01903.0560802.8435380.2086960.1454160.1403490.1623180.1342270.1579740.2384590.1228030.4234200.5698540.8186640.9998940.4733045.4380780.867098
\n", + "" + ], + "text/plain": [ + " Alpha RMSE MAE precision recall F_1 F_05 \\\n", + "0 1 3.667964 3.489818 0.094380 0.070257 0.065728 0.074445 \n", + "0 3 3.627294 3.448283 0.148780 0.103792 0.099159 0.114233 \n", + "0 7 3.554798 3.373876 0.219936 0.150798 0.145514 0.168680 \n", + "0 10 3.510181 3.327658 0.247826 0.166669 0.161966 0.188961 \n", + "0 30 3.355511 3.164379 0.275928 0.193550 0.186070 0.214375 \n", + "0 50 3.273365 3.076256 0.265005 0.186234 0.180388 0.207058 \n", + "0 70 3.220208 3.018475 0.247508 0.174676 0.167792 0.192897 \n", + "0 90 3.177784 2.972935 0.244327 0.174771 0.165438 0.190194 \n", + "0 110 3.144328 2.937850 0.234995 0.164141 0.158510 0.183029 \n", + "0 130 3.112180 2.902455 0.228950 0.164122 0.156619 0.179336 \n", + "0 150 3.092145 2.882119 0.219830 0.154060 0.148340 0.171206 \n", + "0 170 3.072217 2.860201 0.221951 0.155889 0.149070 0.172317 \n", + "0 190 3.056080 2.843538 0.208696 0.145416 0.140349 0.162318 \n", + "\n", + " precision_super recall_super NDCG mAP MRR LAUC \\\n", + "0 0.051502 0.070147 0.113450 0.049410 0.251617 0.531850 \n", + "0 0.093455 0.110666 0.181431 0.089470 0.371873 0.548831 \n", + "0 0.144635 0.171680 0.263177 0.145537 0.472968 0.572621 \n", + "0 0.161266 0.184196 0.298395 0.172603 0.527587 0.580683 \n", + "0 0.183262 0.224550 0.332232 0.198190 0.556671 0.594247 \n", + "0 0.176288 0.219204 0.310446 0.177237 0.521655 0.590528 \n", + "0 0.162661 0.203997 0.296658 0.167366 0.522179 0.584690 \n", + "0 0.161266 0.198930 0.289373 0.160604 0.498875 0.584710 \n", + "0 0.151717 0.185931 0.268423 0.144579 0.450377 0.579336 \n", + "0 0.147210 0.188450 0.265865 0.142502 0.459092 0.579307 \n", + "0 0.141416 0.174732 0.256054 0.136146 0.449823 0.574245 \n", + "0 0.138412 0.167305 0.251275 0.133171 0.426381 0.575125 \n", + "0 0.134227 0.157974 0.238459 0.122803 0.423420 0.569854 \n", + "\n", + " HR Reco in test Test coverage Shannon Gini \n", + "0 0.569459 0.993955 0.737374 6.690952 0.542274 \n", + "0 0.712619 0.994380 0.711400 6.639888 0.567716 \n", + "0 0.816543 0.997773 0.631313 6.305570 0.698148 \n", + "0 0.845175 0.998091 0.588745 6.108851 0.748855 \n", + "0 0.876988 0.999788 0.479798 5.570110 0.844550 \n", + "0 0.884411 0.999894 0.476912 5.495722 0.854628 \n", + "0 0.869565 1.000000 0.464646 5.532033 0.853659 \n", + "0 0.871686 0.999894 0.461760 5.495266 0.857651 \n", + "0 0.856840 0.999894 0.453824 5.518412 0.857772 \n", + "0 0.856840 1.000000 0.453824 5.475153 0.864239 \n", + "0 0.841994 1.000000 0.461760 5.489169 0.859261 \n", + "0 0.827147 0.999894 0.467532 5.562501 0.853246 \n", + "0 0.818664 0.999894 0.473304 5.438078 0.867098 " + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from tqdm import tqdm\n", + "result=[]\n", + "for alpha in tqdm([1, 3, 7]+[i for i in np.arange(10,200,20)]):\n", + " train_read=pd.read_csv('./Datasets/ml-100k/train.csv', sep='\\t', header=None)\n", + " test_read=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None)\n", + " train_ui, test_ui, user_code_id, user_id_code, item_code_id, item_id_code = helpers.data_to_csr(train_read, test_read)\n", + " \n", + " train_ui*=alpha\n", + " train_iu=train_ui.transpose().tocsr()\n", + " \n", + " model = implicit.als.AlternatingLeastSquares(factors=factors, regularization=0.1, iterations=10)\n", + " model.fit(train_iu, show_progress=False)\n", + " \n", + " reco=top_k_recommendations(model, user_code_id, item_code_id, topK=10)\n", + " estimations_df=pd.DataFrame(estimate(model, user_code_id, item_code_id, test_ui))\n", + " \n", + " to_append=ev.evaluate(test=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None),\n", + " estimations_df=estimations_df, \n", + " reco=np.array(reco),\n", + " super_reactions=[4,5])\n", + " to_append.insert(0, \"Alpha\", alpha)\n", + " result.append(to_append)\n", + " \n", + "result=pd.concat(result)\n", + "result" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [], + "source": [ + "### import matplotlib.pyplot as plt\n", + "\n", + "metrics=list(result.columns[[i not in ['Alpha'] for i in result.columns]])\n", + "\n", + "charts_per_row=6\n", + "charts_per_column=3\n", + "\n", + "fig, axes = plt.subplots(nrows=charts_per_row, ncols=charts_per_column,figsize=(18, 7*charts_per_row ))\n", + "import itertools\n", + "to_iter=[i for i in itertools.product(range(charts_per_row), range(charts_per_column))]\n", + "\n", + "for i in range(len(metrics)):\n", + " df=result[['Alpha', metrics[i]]]\n", + " df.plot(ax=axes[to_iter[i]], title=metrics[i], x=0, y=1)" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "943it [00:00, 9091.58it/s]\n", + "943it [00:00, 9747.68it/s]\n", + "943it [00:00, 9361.64it/s]\n", + "943it [00:00, 9223.93it/s]\n", + "943it [00:00, 8151.04it/s]\n", + "943it 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ModelRMSEMAEprecisionrecallF_1F_05precision_superrecall_superNDCGmAPMRRLAUCHRReco in testTest coverageShannonGini
0Self_RP3Beta3.7045893.5293970.2867440.1965240.1911170.2213750.2139480.2512630.3445980.2078360.5879530.5957700.8854720.9981970.1933624.2918210.960775
0Self_P33.7024463.5272730.2821850.1920920.1867490.2169800.2041850.2400960.3391140.2049050.5721570.5935440.8759281.0000000.0772013.8758920.974947
0Ready_ImplicitALS3.2749713.0760910.2467660.1802840.1711810.1949350.1630900.2054160.2982200.1662260.5201570.5875090.8780490.9997880.5086585.7569470.819903
0Self_TopPop2.5082582.2179090.1888650.1169190.1187320.1415840.1304720.1374730.2146510.1117070.4009390.5555460.7656421.0000000.0389613.1590790.987317
0Ready_SVD0.9491650.7466670.0939550.0449690.0511970.0654740.0839060.0739960.1046720.0482110.2207570.5191870.4835630.9979850.2049064.4089130.954288
0Self_SVD0.9163300.7201530.1033930.0444550.0531770.0700730.0938840.0793660.1077920.0512810.2002100.5189570.4750800.8530220.1471863.9113560.971196
0Ready_Baseline0.9494590.7524870.0914100.0376520.0460300.0612860.0796140.0564630.0959570.0431780.1981930.5155010.4379641.0000000.0339112.8365130.991139
0Ready_SVDBiased0.9381460.7399170.0865320.0370670.0448320.0588770.0780040.0578650.0945830.0430130.2023910.5152020.4337220.9960760.1666674.1683540.964092
0Self_GlobalAvg1.1257600.9435340.0611880.0259680.0313830.0413430.0405580.0321070.0676950.0274700.1711870.5095460.3849421.0000000.0259742.7117720.992003
0Ready_Random1.5100301.2118480.0500530.0223670.0259840.0337270.0306870.0232550.0553920.0216020.1376900.5077130.3382820.9879110.1875905.1118780.906685
0Ready_I-KNN1.0303860.8130670.0260870.0069080.0105930.0160460.0211370.0095220.0242140.0089580.0480680.4998850.1548250.4023330.4343435.1336500.877999
0Ready_I-KNNWithZScore0.9577010.7523870.0037120.0019940.0023800.0029190.0034330.0024010.0051370.0021580.0164580.4973490.0275720.3899260.0678212.4757470.992793
0Ready_I-KNNWithMeans0.9353270.7374240.0025450.0007550.0011050.0016020.0022530.0009300.0034440.0013620.0117600.4967240.0212090.4828210.0598852.2325780.994487
0Ready_I-KNNBaseline0.9353270.7374240.0025450.0007550.0011050.0016020.0022530.0009300.0034440.0013620.0117600.4967240.0212090.4828210.0598852.2325780.994487
0Ready_U-KNN1.0234950.8079130.0007420.0002050.0003050.0004490.0005360.0001980.0008450.0002740.0027440.4964410.0074230.6021210.0108232.0891860.995706
0Self_TopRated2.5082582.2179090.0009540.0001880.0002980.0004810.0006440.0002230.0010430.0003350.0033480.4964330.0095440.6990460.0050511.9459100.995669
0Self_BaselineUI0.9675850.7627400.0009540.0001700.0002780.0004630.0006440.0001890.0007520.0001680.0016770.4964240.0095440.6005300.0050511.8031260.996380
0Self_IKNN1.0183630.8087930.0003180.0001080.0001400.0001890.0000000.0000000.0002140.0000370.0003680.4963910.0031810.3921530.1154404.1747410.965327
\n", + "
" + ], + "text/plain": [ + " Model RMSE MAE precision recall F_1 \\\n", + "0 Self_RP3Beta 3.704589 3.529397 0.286744 0.196524 0.191117 \n", + "0 Self_P3 3.702446 3.527273 0.282185 0.192092 0.186749 \n", + "0 Ready_ImplicitALS 3.274971 3.076091 0.246766 0.180284 0.171181 \n", + "0 Self_TopPop 2.508258 2.217909 0.188865 0.116919 0.118732 \n", + "0 Ready_SVD 0.949165 0.746667 0.093955 0.044969 0.051197 \n", + "0 Self_SVD 0.916330 0.720153 0.103393 0.044455 0.053177 \n", + "0 Ready_Baseline 0.949459 0.752487 0.091410 0.037652 0.046030 \n", + "0 Ready_SVDBiased 0.938146 0.739917 0.086532 0.037067 0.044832 \n", + "0 Self_GlobalAvg 1.125760 0.943534 0.061188 0.025968 0.031383 \n", + "0 Ready_Random 1.510030 1.211848 0.050053 0.022367 0.025984 \n", + "0 Ready_I-KNN 1.030386 0.813067 0.026087 0.006908 0.010593 \n", + "0 Ready_I-KNNWithZScore 0.957701 0.752387 0.003712 0.001994 0.002380 \n", + "0 Ready_I-KNNWithMeans 0.935327 0.737424 0.002545 0.000755 0.001105 \n", + "0 Ready_I-KNNBaseline 0.935327 0.737424 0.002545 0.000755 0.001105 \n", + "0 Ready_U-KNN 1.023495 0.807913 0.000742 0.000205 0.000305 \n", + "0 Self_TopRated 2.508258 2.217909 0.000954 0.000188 0.000298 \n", + "0 Self_BaselineUI 0.967585 0.762740 0.000954 0.000170 0.000278 \n", + "0 Self_IKNN 1.018363 0.808793 0.000318 0.000108 0.000140 \n", + "\n", + " F_05 precision_super recall_super NDCG mAP MRR \\\n", + "0 0.221375 0.213948 0.251263 0.344598 0.207836 0.587953 \n", + "0 0.216980 0.204185 0.240096 0.339114 0.204905 0.572157 \n", + "0 0.194935 0.163090 0.205416 0.298220 0.166226 0.520157 \n", + "0 0.141584 0.130472 0.137473 0.214651 0.111707 0.400939 \n", + "0 0.065474 0.083906 0.073996 0.104672 0.048211 0.220757 \n", + "0 0.070073 0.093884 0.079366 0.107792 0.051281 0.200210 \n", + "0 0.061286 0.079614 0.056463 0.095957 0.043178 0.198193 \n", + "0 0.058877 0.078004 0.057865 0.094583 0.043013 0.202391 \n", + "0 0.041343 0.040558 0.032107 0.067695 0.027470 0.171187 \n", + "0 0.033727 0.030687 0.023255 0.055392 0.021602 0.137690 \n", + "0 0.016046 0.021137 0.009522 0.024214 0.008958 0.048068 \n", + "0 0.002919 0.003433 0.002401 0.005137 0.002158 0.016458 \n", + "0 0.001602 0.002253 0.000930 0.003444 0.001362 0.011760 \n", + "0 0.001602 0.002253 0.000930 0.003444 0.001362 0.011760 \n", + "0 0.000449 0.000536 0.000198 0.000845 0.000274 0.002744 \n", + "0 0.000481 0.000644 0.000223 0.001043 0.000335 0.003348 \n", + "0 0.000463 0.000644 0.000189 0.000752 0.000168 0.001677 \n", + "0 0.000189 0.000000 0.000000 0.000214 0.000037 0.000368 \n", + "\n", + " LAUC HR Reco in test Test coverage Shannon Gini \n", + "0 0.595770 0.885472 0.998197 0.193362 4.291821 0.960775 \n", + "0 0.593544 0.875928 1.000000 0.077201 3.875892 0.974947 \n", + "0 0.587509 0.878049 0.999788 0.508658 5.756947 0.819903 \n", + "0 0.555546 0.765642 1.000000 0.038961 3.159079 0.987317 \n", + "0 0.519187 0.483563 0.997985 0.204906 4.408913 0.954288 \n", + "0 0.518957 0.475080 0.853022 0.147186 3.911356 0.971196 \n", + "0 0.515501 0.437964 1.000000 0.033911 2.836513 0.991139 \n", + "0 0.515202 0.433722 0.996076 0.166667 4.168354 0.964092 \n", + "0 0.509546 0.384942 1.000000 0.025974 2.711772 0.992003 \n", + "0 0.507713 0.338282 0.987911 0.187590 5.111878 0.906685 \n", + "0 0.499885 0.154825 0.402333 0.434343 5.133650 0.877999 \n", + "0 0.497349 0.027572 0.389926 0.067821 2.475747 0.992793 \n", + "0 0.496724 0.021209 0.482821 0.059885 2.232578 0.994487 \n", + "0 0.496724 0.021209 0.482821 0.059885 2.232578 0.994487 \n", + "0 0.496441 0.007423 0.602121 0.010823 2.089186 0.995706 \n", + "0 0.496433 0.009544 0.699046 0.005051 1.945910 0.995669 \n", + "0 0.496424 0.009544 0.600530 0.005051 1.803126 0.996380 \n", + "0 0.496391 0.003181 0.392153 0.115440 4.174741 0.965327 " + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "import evaluation_measures as ev\n", + "\n", + "dir_path=\"Recommendations generated/ml-100k/\"\n", + "super_reactions=[4,5]\n", + "test=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None)\n", + "\n", + "ev.evaluate_all(test, dir_path, super_reactions)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.8.3" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/Datasets/ml-100k/README b/Datasets/ml-100k/README new file mode 100644 index 0000000..04ad704 --- /dev/null +++ b/Datasets/ml-100k/README @@ -0,0 +1,157 @@ +SUMMARY & USAGE LICENSE +============================================= + +MovieLens data sets were collected by the GroupLens Research Project +at the University of Minnesota. + +This data set consists of: + * 100,000 ratings (1-5) from 943 users on 1682 movies. + * Each user has rated at least 20 movies. + * Simple demographic info for the users (age, gender, occupation, zip) + +The data was collected through the MovieLens web site +(movielens.umn.edu) during the seven-month period from September 19th, +1997 through April 22nd, 1998. This data has been cleaned up - users +who had less than 20 ratings or did not have complete demographic +information were removed from this data set. Detailed descriptions of +the data file can be found at the end of this file. + +Neither the University of Minnesota nor any of the researchers +involved can guarantee the correctness of the data, its suitability +for any particular purpose, or the validity of results based on the +use of the data set. The data set may be used for any research +purposes under the following conditions: + + * The user may not state or imply any endorsement from the + University of Minnesota or the GroupLens Research Group. + + * The user must acknowledge the use of the data set in + publications resulting from the use of the data set + (see below for citation information). + + * The user may not redistribute the data without separate + permission. + + * The user may not use this information for any commercial or + revenue-bearing purposes without first obtaining permission + from a faculty member of the GroupLens Research Project at the + University of Minnesota. + +If you have any further questions or comments, please contact GroupLens +. + +CITATION +============================================== + +To acknowledge use of the dataset in publications, please cite the +following paper: + +F. Maxwell Harper and Joseph A. Konstan. 2015. The MovieLens Datasets: +History and Context. ACM Transactions on Interactive Intelligent +Systems (TiiS) 5, 4, Article 19 (December 2015), 19 pages. +DOI=http://dx.doi.org/10.1145/2827872 + + +ACKNOWLEDGEMENTS +============================================== + +Thanks to Al Borchers for cleaning up this data and writing the +accompanying scripts. + +PUBLISHED WORK THAT HAS USED THIS DATASET +============================================== + +Herlocker, J., Konstan, J., Borchers, A., Riedl, J.. An Algorithmic +Framework for Performing Collaborative Filtering. Proceedings of the +1999 Conference on Research and Development in Information +Retrieval. Aug. 1999. + +FURTHER INFORMATION ABOUT THE GROUPLENS RESEARCH PROJECT +============================================== + +The GroupLens Research Project is a research group in the Department +of Computer Science and Engineering at the University of Minnesota. +Members of the GroupLens Research Project are involved in many +research projects related to the fields of information filtering, +collaborative filtering, and recommender systems. The project is lead +by professors John Riedl and Joseph Konstan. The project began to +explore automated collaborative filtering in 1992, but is most well +known for its world wide trial of an automated collaborative filtering +system for Usenet news in 1996. The technology developed in the +Usenet trial formed the base for the formation of Net Perceptions, +Inc., which was founded by members of GroupLens Research. Since then +the project has expanded its scope to research overall information +filtering solutions, integrating in content-based methods as well as +improving current collaborative filtering technology. + +Further information on the GroupLens Research project, including +research publications, can be found at the following web site: + + http://www.grouplens.org/ + +GroupLens Research currently operates a movie recommender based on +collaborative filtering: + + http://www.movielens.org/ + +DETAILED DESCRIPTIONS OF DATA FILES +============================================== + +Here are brief descriptions of the data. + +ml-data.tar.gz -- Compressed tar file. To rebuild the u data files do this: + gunzip ml-data.tar.gz + tar xvf ml-data.tar + mku.sh + +u.data -- The full u data set, 100000 ratings by 943 users on 1682 items. + Each user has rated at least 20 movies. Users and items are + numbered consecutively from 1. The data is randomly + ordered. This is a tab separated list of + user id | item id | rating | timestamp. + The time stamps are unix seconds since 1/1/1970 UTC + +u.info -- The number of users, items, and ratings in the u data set. + +u.item -- Information about the items (movies); this is a tab separated + list of + movie id | movie title | release date | video release date | + IMDb URL | unknown | Action | Adventure | Animation | + Children's | Comedy | Crime | Documentary | Drama | Fantasy | + Film-Noir | Horror | Musical | Mystery | Romance | Sci-Fi | + Thriller | War | Western | + The last 19 fields are the genres, a 1 indicates the movie + is of that genre, a 0 indicates it is not; movies can be in + several genres at once. + The movie ids are the ones used in the u.data data set. + +u.genre -- A list of the genres. + +u.user -- Demographic information about the users; this is a tab + separated list of + user id | age | gender | occupation | zip code + The user ids are the ones used in the u.data data set. + +u.occupation -- A list of the occupations. + +u1.base -- The data sets u1.base and u1.test through u5.base and u5.test +u1.test are 80%/20% splits of the u data into training and test data. +u2.base Each of u1, ..., u5 have disjoint test sets; this if for +u2.test 5 fold cross validation (where you repeat your experiment +u3.base with each training and test set and average the results). +u3.test These data sets can be generated from u.data by mku.sh. +u4.base +u4.test +u5.base +u5.test + +ua.base -- The data sets ua.base, ua.test, ub.base, and ub.test +ua.test split the u data into a training set and a test set with +ub.base exactly 10 ratings per user in the test set. The sets +ub.test ua.test and ub.test are disjoint. These data sets can + be generated from u.data by mku.sh. + +allbut.pl -- The script that generates training and test sets where + all but n of a users ratings are in the training data. + +mku.sh -- A shell script to generate all the u data sets from u.data. diff --git a/Datasets/ml-100k/allbut.pl b/Datasets/ml-100k/allbut.pl new file mode 100644 index 0000000..db87966 --- /dev/null +++ b/Datasets/ml-100k/allbut.pl @@ -0,0 +1,34 @@ +#!/usr/local/bin/perl + +# get args +if (@ARGV < 3) { + print STDERR "Usage: $0 base_name start stop max_test [ratings ...]\n"; + exit 1; +} +$basename = shift; +$start = shift; +$stop = shift; +$maxtest = shift; + +# open files +open( TESTFILE, ">$basename.test" ) or die "Cannot open $basename.test for writing\n"; +open( BASEFILE, ">$basename.base" ) or die "Cannot open $basename.base for writing\n"; + +# init variables +$testcnt = 0; + +while (<>) { + ($user) = split; + if (! defined $ratingcnt{$user}) { + $ratingcnt{$user} = 0; + } + ++$ratingcnt{$user}; + if (($testcnt < $maxtest || $maxtest <= 0) + && $ratingcnt{$user} >= $start && $ratingcnt{$user} <= $stop) { + ++$testcnt; + print TESTFILE; + } + else { + print BASEFILE; + } +} diff --git a/Datasets/ml-100k/mku.sh b/Datasets/ml-100k/mku.sh new file mode 100644 index 0000000..6021117 --- /dev/null +++ b/Datasets/ml-100k/mku.sh @@ -0,0 +1,25 @@ +#!/bin/sh + +trap `rm -f tmp.$$; exit 1` 1 2 15 + +for i in 1 2 3 4 5 +do + head -`expr $i \* 20000` u.data | tail -20000 > tmp.$$ + sort -t" " -k 1,1n -k 2,2n tmp.$$ > u$i.test + head -`expr \( $i - 1 \) \* 20000` u.data > tmp.$$ + tail -`expr \( 5 - $i \) \* 20000` u.data >> tmp.$$ + sort -t" " -k 1,1n -k 2,2n tmp.$$ > u$i.base +done + +allbut.pl ua 1 10 100000 u.data +sort -t" " -k 1,1n -k 2,2n ua.base > tmp.$$ +mv tmp.$$ ua.base +sort -t" " -k 1,1n -k 2,2n ua.test > tmp.$$ +mv tmp.$$ ua.test + +allbut.pl ub 11 20 100000 u.data +sort -t" " -k 1,1n -k 2,2n ub.base > tmp.$$ +mv tmp.$$ ub.base +sort -t" " -k 1,1n -k 2,2n ub.test > tmp.$$ +mv tmp.$$ ub.test + diff --git a/Datasets/ml-100k/movies.csv b/Datasets/ml-100k/movies.csv new file mode 100644 index 0000000..32c86c7 --- /dev/null +++ b/Datasets/ml-100k/movies.csv @@ -0,0 +1,1683 @@ +id,title,genres +1,Toy Story (1995),"Animation, Children's, Comedy" +2,GoldenEye (1995),"Action, Adventure, Thriller" +3,Four Rooms (1995),Thriller +4,Get Shorty (1995),"Action, Comedy, Drama" +5,Copycat (1995),"Crime, Drama, Thriller" +6,Shanghai Triad (Yao a yao yao dao waipo qiao) (1995),Drama +7,Twelve Monkeys (1995),"Drama, Sci-Fi" +8,Babe (1995),"Children's, Comedy, Drama" +9,Dead Man Walking (1995),Drama +10,Richard III (1995),"Drama, War" +11,Seven (Se7en) (1995),"Crime, Thriller" +12,"Usual Suspects, The (1995)","Crime, Thriller" +13,Mighty Aphrodite (1995),Comedy +14,"Postino, Il (1994)","Drama, Romance" +15,Mr. Holland's Opus (1995),Drama +16,French Twist (Gazon maudit) (1995),"Comedy, Romance" +17,From Dusk Till Dawn (1996),"Action, Comedy, Crime, Horror, Thriller" +18,"White Balloon, The (1995)",Drama +19,Antonia's Line (1995),Drama +20,Angels and Insects (1995),"Drama, Romance" +21,Muppet Treasure Island (1996),"Action, Adventure, Comedy, Musical, Thriller" +22,Braveheart (1995),"Action, Drama, War" +23,Taxi Driver (1976),"Drama, Thriller" +24,Rumble in the Bronx (1995),"Action, Adventure, Crime" +25,"Birdcage, The (1996)",Comedy +26,"Brothers McMullen, The (1995)",Comedy +27,Bad Boys (1995),Action +28,Apollo 13 (1995),"Action, Drama, Thriller" +29,Batman Forever (1995),"Action, Adventure, Comedy, Crime" +30,Belle de jour (1967),Drama +31,Crimson Tide (1995),"Drama, Thriller, War" +32,Crumb (1994),Documentary +33,Desperado (1995),"Action, Romance, Thriller" +34,"Doom Generation, The (1995)","Comedy, Drama" +35,Free Willy 2: The Adventure Home (1995),"Adventure, Children's, Drama" +36,Mad Love (1995),"Drama, Romance" +37,Nadja (1994),Drama +38,"Net, The (1995)","Sci-Fi, Thriller" +39,Strange Days (1995),"Action, Crime, Sci-Fi" +40,"To Wong Foo, Thanks for Everything! Julie Newmar (1995)",Comedy +41,Billy Madison (1995),Comedy +42,Clerks (1994),Comedy +43,Disclosure (1994),"Drama, Thriller" +44,Dolores Claiborne (1994),"Drama, Thriller" +45,Eat Drink Man Woman (1994),"Comedy, Drama" +46,Exotica (1994),Drama +47,Ed Wood (1994),"Comedy, Drama" +48,Hoop Dreams (1994),Documentary +49,I.Q. (1994),"Comedy, Romance" +50,Star Wars (1977),"Action, Adventure, Romance, Sci-Fi, War" +51,Legends of the Fall (1994),"Drama, Romance, War, Western" +52,"Madness of King George, The (1994)",Drama +53,Natural Born Killers (1994),"Action, Thriller" +54,Outbreak (1995),"Action, Drama, Thriller" +55,"Professional, The (1994)","Crime, Drama, Romance, Thriller" +56,Pulp Fiction (1994),"Crime, Drama" +57,Priest (1994),Drama +58,Quiz Show (1994),Drama +59,Three Colors: Red (1994),Drama +60,Three Colors: Blue (1993),Drama +61,Three Colors: White (1994),Drama +62,Stargate (1994),"Action, Adventure, Sci-Fi" +63,"Santa Clause, The (1994)","Children's, Comedy" +64,"Shawshank Redemption, The (1994)",Drama +65,What's Eating Gilbert Grape (1993),"Comedy, Drama" +66,While You Were Sleeping (1995),"Comedy, Romance" +67,Ace Ventura: Pet Detective (1994),Comedy +68,"Crow, The (1994)","Action, Romance, Thriller" +69,Forrest Gump (1994),"Comedy, Romance, War" +70,Four Weddings and a Funeral (1994),"Comedy, Romance" +71,"Lion King, The (1994)","Animation, Children's, Musical" +72,"Mask, The (1994)","Comedy, Crime, Fantasy" +73,Maverick (1994),"Action, Comedy, Western" +74,Faster Pussycat! Kill! Kill! (1965),"Action, Comedy, Drama" +75,Brother Minister: The Assassination of Malcolm X (1994),Documentary +76,Carlito's Way (1993),"Crime, Drama" +77,"Firm, The (1993)","Drama, Thriller" +78,Free Willy (1993),"Adventure, Children's, Drama" +79,"Fugitive, The (1993)","Action, Thriller" +80,Hot Shots! Part Deux (1993),"Action, Comedy, War" +81,"Hudsucker Proxy, The (1994)","Comedy, Romance" +82,Jurassic Park (1993),"Action, Adventure, Sci-Fi" +83,Much Ado About Nothing (1993),"Comedy, Romance" +84,Robert A. Heinlein's The Puppet Masters (1994),"Horror, Sci-Fi" +85,"Ref, The (1994)",Comedy +86,"Remains of the Day, The (1993)",Drama +87,Searching for Bobby Fischer (1993),Drama +88,Sleepless in Seattle (1993),"Comedy, Romance" +89,Blade Runner (1982),"Film-Noir, Sci-Fi" +90,So I Married an Axe Murderer (1993),"Comedy, Romance, Thriller" +91,"Nightmare Before Christmas, The (1993)","Children's, Comedy, Musical" +92,True Romance (1993),"Action, Crime, Romance" +93,Welcome to the Dollhouse (1995),"Comedy, Drama" +94,Home Alone (1990),"Children's, Comedy" +95,Aladdin (1992),"Animation, Children's, Comedy, Musical" +96,Terminator 2: Judgment Day (1991),"Action, Sci-Fi, Thriller" +97,Dances with Wolves (1990),"Adventure, Drama, Western" +98,"Silence of the Lambs, The (1991)","Drama, Thriller" +99,Snow White and the Seven Dwarfs (1937),"Animation, Children's, Musical" +100,Fargo (1996),"Crime, Drama, Thriller" +101,Heavy Metal (1981),"Action, Adventure, Animation, Horror, Sci-Fi" +102,"Aristocats, The (1970)","Animation, Children's" +103,All Dogs Go to Heaven 2 (1996),"Animation, Children's, Musical" +104,Theodore Rex (1995),Comedy +105,Sgt. Bilko (1996),Comedy +106,Diabolique (1996),"Drama, Thriller" +107,Moll Flanders (1996),Drama +108,Kids in the Hall: Brain Candy (1996),Comedy +109,Mystery Science Theater 3000: The Movie (1996),"Comedy, Sci-Fi" +110,Operation Dumbo Drop (1995),"Action, Adventure, Comedy, War" +111,"Truth About Cats & Dogs, The (1996)","Comedy, Romance" +112,Flipper (1996),"Adventure, Children's" +113,"Horseman on the Roof, The (Hussard sur le toit, Le) (1995)",Drama +114,Wallace & Gromit: The Best of Aardman Animation (1996),Animation +115,"Haunted World of Edward D. Wood Jr., The (1995)",Documentary +116,Cold Comfort Farm (1995),Comedy +117,"Rock, The (1996)","Action, Adventure, Thriller" +118,Twister (1996),"Action, Adventure, Thriller" +119,Maya Lin: A Strong Clear Vision (1994),Documentary +120,Striptease (1996),"Comedy, Crime" +121,Independence Day (ID4) (1996),"Action, Sci-Fi, War" +122,"Cable Guy, The (1996)",Comedy +123,"Frighteners, The (1996)","Comedy, Horror" +124,Lone Star (1996),"Drama, Mystery" +125,Phenomenon (1996),"Drama, Romance" +126,"Spitfire Grill, The (1996)",Drama +127,"Godfather, The (1972)","Action, Crime, Drama" +128,Supercop (1992),"Action, Thriller" +129,Bound (1996),"Crime, Drama, Romance, Thriller" +130,Kansas City (1996),Crime +131,Breakfast at Tiffany's (1961),"Drama, Romance" +132,"Wizard of Oz, The (1939)","Adventure, Children's, Drama, Musical" +133,Gone with the Wind (1939),"Drama, Romance, War" +134,Citizen Kane (1941),Drama +135,2001: A Space Odyssey (1968),"Drama, Mystery, Sci-Fi, Thriller" +136,Mr. Smith Goes to Washington (1939),Drama +137,Big Night (1996),Drama +138,D3: The Mighty Ducks (1996),"Children's, Comedy" +139,"Love Bug, The (1969)","Children's, Comedy" +140,Homeward Bound: The Incredible Journey (1993),"Adventure, Children's" +141,"20,000 Leagues Under the Sea (1954)","Adventure, Children's, Fantasy, Sci-Fi" +142,Bedknobs and Broomsticks (1971),"Adventure, Children's, Musical" +143,"Sound of Music, The (1965)",Musical +144,Die Hard (1988),"Action, Thriller" +145,"Lawnmower Man, The (1992)","Action, Sci-Fi, Thriller" +146,Unhook the Stars (1996),Drama +147,"Long Kiss Goodnight, The (1996)","Action, Thriller" +148,"Ghost and the Darkness, The (1996)","Action, Adventure" +149,Jude (1996),Drama +150,Swingers (1996),"Comedy, Drama" +151,Willy Wonka and the Chocolate Factory (1971),"Adventure, Children's, Comedy" +152,Sleeper (1973),"Comedy, Sci-Fi" +153,"Fish Called Wanda, A (1988)",Comedy +154,Monty Python's Life of Brian (1979),Comedy +155,Dirty Dancing (1987),"Musical, Romance" +156,Reservoir Dogs (1992),"Crime, Thriller" +157,Platoon (1986),"Drama, War" +158,Weekend at Bernie's (1989),Comedy +159,Basic Instinct (1992),"Mystery, Thriller" +160,Glengarry Glen Ross (1992),Drama +161,Top Gun (1986),"Action, Romance" +162,On Golden Pond (1981),Drama +163,"Return of the Pink Panther, The (1974)",Comedy +164,"Abyss, The (1989)","Action, Adventure, Sci-Fi, Thriller" +165,Jean de Florette (1986),Drama +166,Manon of the Spring (Manon des sources) (1986),Drama +167,Private Benjamin (1980),Comedy +168,Monty Python and the Holy Grail (1974),Comedy +169,"Wrong Trousers, The (1993)","Animation, Comedy" +170,Cinema Paradiso (1988),"Comedy, Drama, Romance" +171,Delicatessen (1991),"Comedy, Sci-Fi" +172,"Empire Strikes Back, The (1980)","Action, Adventure, Drama, Romance, Sci-Fi, War" +173,"Princess Bride, The (1987)","Action, Adventure, Comedy, Romance" +174,Raiders of the Lost Ark (1981),"Action, Adventure" +175,Brazil (1985),Sci-Fi +176,Aliens (1986),"Action, Sci-Fi, Thriller, War" +177,"Good, The Bad and The Ugly, The (1966)","Action, Western" +178,12 Angry Men (1957),Drama +179,"Clockwork Orange, A (1971)",Sci-Fi +180,Apocalypse Now (1979),"Drama, War" +181,Return of the Jedi (1983),"Action, Adventure, Romance, Sci-Fi, War" +182,GoodFellas (1990),"Crime, Drama" +183,Alien (1979),"Action, Horror, Sci-Fi, Thriller" +184,Army of Darkness (1993),"Action, Adventure, Comedy, Horror, Sci-Fi" +185,Psycho (1960),"Horror, Romance, Thriller" +186,"Blues Brothers, The (1980)","Action, Comedy, Musical" +187,"Godfather: Part II, The (1974)","Action, Crime, Drama" +188,Full Metal Jacket (1987),"Action, Drama, War" +189,"Grand Day Out, A (1992)","Animation, Comedy" +190,Henry V (1989),"Drama, War" +191,Amadeus (1984),"Drama, Mystery" +192,Raging Bull (1980),Drama +193,"Right Stuff, The (1983)",Drama +194,"Sting, The (1973)","Comedy, Crime" +195,"Terminator, The (1984)","Action, Sci-Fi, Thriller" +196,Dead Poets Society (1989),Drama +197,"Graduate, The (1967)","Drama, Romance" +198,Nikita (La Femme Nikita) (1990),Thriller +199,"Bridge on the River Kwai, The (1957)","Drama, War" +200,"Shining, The (1980)",Horror +201,Evil Dead II (1987),"Action, Adventure, Comedy, Horror" +202,Groundhog Day (1993),"Comedy, Romance" +203,Unforgiven (1992),Western +204,Back to the Future (1985),"Comedy, Sci-Fi" +205,Patton (1970),"Drama, War" +206,Akira (1988),"Adventure, Animation, Sci-Fi, Thriller" +207,Cyrano de Bergerac (1990),"Action, Drama, Romance" +208,Young Frankenstein (1974),"Comedy, Horror" +209,This Is Spinal Tap (1984),"Comedy, Drama, Musical" +210,Indiana Jones and the Last Crusade (1989),"Action, Adventure" +211,M*A*S*H (1970),"Comedy, War" +212,"Unbearable Lightness of Being, The (1988)",Drama +213,"Room with a View, A (1986)","Drama, Romance" +214,Pink Floyd - The Wall (1982),"Drama, Musical, War" +215,Field of Dreams (1989),Drama +216,When Harry Met Sally... (1989),"Comedy, Romance" +217,Bram Stoker's Dracula (1992),"Horror, Romance" +218,Cape Fear (1991),Thriller +219,"Nightmare on Elm Street, A (1984)",Horror +220,"Mirror Has Two Faces, The (1996)","Comedy, Romance" +221,Breaking the Waves (1996),Drama +222,Star Trek: First Contact (1996),"Action, Adventure, Sci-Fi" +223,Sling Blade (1996),"Drama, Thriller" +224,Ridicule (1996),Drama +225,101 Dalmatians (1996),"Children's, Comedy" +226,Die Hard 2 (1990),"Action, Thriller" +227,Star Trek VI: The Undiscovered Country (1991),"Action, Adventure, Sci-Fi" +228,Star Trek: The Wrath of Khan (1982),"Action, Adventure, Sci-Fi" +229,Star Trek III: The Search for Spock (1984),"Action, Adventure, Sci-Fi" +230,Star Trek IV: The Voyage Home (1986),"Action, Adventure, Sci-Fi" +231,Batman Returns (1992),"Action, Adventure, Comedy, Crime" +232,Young Guns (1988),"Action, Comedy, Western" +233,Under Siege (1992),Action +234,Jaws (1975),"Action, Horror" +235,Mars Attacks! (1996),"Action, Comedy, Sci-Fi, War" +236,Citizen Ruth (1996),"Comedy, Drama" +237,Jerry Maguire (1996),"Drama, Romance" +238,Raising Arizona (1987),Comedy +239,Sneakers (1992),"Crime, Drama, Sci-Fi" +240,Beavis and Butt-head Do America (1996),"Animation, Comedy" +241,"Last of the Mohicans, The (1992)","Action, Romance, War" +242,Kolya (1996),Comedy +243,Jungle2Jungle (1997),"Children's, Comedy" +244,Smilla's Sense of Snow (1997),"Action, Drama, Thriller" +245,"Devil's Own, The (1997)","Action, Drama, Thriller, War" +246,Chasing Amy (1997),"Drama, Romance" +247,Turbo: A Power Rangers Movie (1997),"Action, Adventure, Children's" +248,Grosse Pointe Blank (1997),"Comedy, Crime" +249,Austin Powers: International Man of Mystery (1997),Comedy +250,"Fifth Element, The (1997)","Action, Sci-Fi" +251,Shall We Dance? (1996),Comedy +252,"Lost World: Jurassic Park, The (1997)","Action, Adventure, Sci-Fi, Thriller" +253,"Pillow Book, The (1995)","Drama, Romance" +254,Batman & Robin (1997),"Action, Adventure, Crime" +255,My Best Friend's Wedding (1997),"Comedy, Romance" +256,When the Cats Away (Chacun cherche son chat) (1996),"Comedy, Romance" +257,Men in Black (1997),"Action, Adventure, Comedy, Sci-Fi" +258,Contact (1997),"Drama, Sci-Fi" +259,George of the Jungle (1997),"Children's, Comedy" +260,Event Horizon (1997),"Action, Mystery, Sci-Fi, Thriller" +261,Air Bud (1997),"Children's, Comedy" +262,In the Company of Men (1997),Drama +263,Steel (1997),Action +264,Mimic (1997),"Sci-Fi, Thriller" +265,"Hunt for Red October, The (1990)","Action, Thriller" +266,Kull the Conqueror (1997),"Action, Adventure" +267,unknown,unknown +268,Chasing Amy (1997),"Drama, Romance" +269,"Full Monty, The (1997)",Comedy +270,Gattaca (1997),"Drama, Sci-Fi, Thriller" +271,Starship Troopers (1997),"Action, Adventure, Sci-Fi, War" +272,Good Will Hunting (1997),Drama +273,Heat (1995),"Action, Crime, Thriller" +274,Sabrina (1995),"Comedy, Romance" +275,Sense and Sensibility (1995),"Drama, Romance" +276,Leaving Las Vegas (1995),"Drama, Romance" +277,Restoration (1995),Drama +278,Bed of Roses (1996),"Drama, Romance" +279,Once Upon a Time... When We Were Colored (1995),Drama +280,Up Close and Personal (1996),"Drama, Romance" +281,"River Wild, The (1994)","Action, Thriller" +282,"Time to Kill, A (1996)",Drama +283,Emma (1996),"Drama, Romance" +284,Tin Cup (1996),"Comedy, Romance" +285,Secrets & Lies (1996),Drama +286,"English Patient, The (1996)","Drama, Romance, War" +287,Marvin's Room (1996),Drama +288,Scream (1996),"Horror, Thriller" +289,Evita (1996),"Drama, Musical" +290,Fierce Creatures (1997),Comedy +291,Absolute Power (1997),"Mystery, Thriller" +292,Rosewood (1997),Drama +293,Donnie Brasco (1997),"Crime, Drama" +294,Liar Liar (1997),Comedy +295,Breakdown (1997),"Action, Thriller" +296,"Promesse, La (1996)",Drama +297,Ulee's Gold (1997),Drama +298,Face/Off (1997),"Action, Sci-Fi, Thriller" +299,Hoodlum (1997),"Crime, Drama, Film-Noir" +300,Air Force One (1997),"Action, Thriller" +301,In & Out (1997),Comedy +302,L.A. Confidential (1997),"Crime, Film-Noir, Mystery, Thriller" +303,Ulee's Gold (1997),Drama +304,Fly Away Home (1996),"Adventure, Children's" +305,"Ice Storm, The (1997)",Drama +306,"Mrs. Brown (Her Majesty, Mrs. Brown) (1997)","Drama, Romance" +307,"Devil's Advocate, The (1997)","Crime, Horror, Mystery, Thriller" +308,FairyTale: A True Story (1997),"Children's, Drama, Fantasy" +309,Deceiver (1997),Crime +310,"Rainmaker, The (1997)",Drama +311,"Wings of the Dove, The (1997)","Drama, Romance, Thriller" +312,Midnight in the Garden of Good and Evil (1997),"Comedy, Crime, Drama, Mystery" +313,Titanic (1997),"Action, Drama, Romance" +314,3 Ninjas: High Noon At Mega Mountain (1998),"Action, Children's" +315,Apt Pupil (1998),"Drama, Thriller" +316,As Good As It Gets (1997),"Comedy, Drama" +317,In the Name of the Father (1993),Drama +318,Schindler's List (1993),"Drama, War" +319,Everyone Says I Love You (1996),"Comedy, Musical, Romance" +320,Paradise Lost: The Child Murders at Robin Hood Hills (1996),Documentary +321,Mother (1996),Comedy +322,Murder at 1600 (1997),"Mystery, Thriller" +323,Dante's Peak (1997),"Action, Thriller" +324,Lost Highway (1997),Mystery +325,Crash (1996),"Drama, Thriller" +326,G.I. Jane (1997),"Action, Drama, War" +327,Cop Land (1997),"Crime, Drama, Mystery" +328,Conspiracy Theory (1997),"Action, Mystery, Romance, Thriller" +329,Desperate Measures (1998),"Crime, Drama, Thriller" +330,187 (1997),Drama +331,"Edge, The (1997)","Adventure, Thriller" +332,Kiss the Girls (1997),"Crime, Drama, Thriller" +333,"Game, The (1997)","Mystery, Thriller" +334,U Turn (1997),"Action, Crime, Mystery" +335,How to Be a Player (1997),Comedy +336,Playing God (1997),"Crime, Thriller" +337,"House of Yes, The (1997)","Comedy, Drama, Thriller" +338,Bean (1997),Comedy +339,Mad City (1997),"Action, Drama" +340,Boogie Nights (1997),Drama +341,Critical Care (1997),Comedy +342,"Man Who Knew Too Little, The (1997)","Comedy, Mystery" +343,Alien: Resurrection (1997),"Action, Horror, Sci-Fi" +344,"Apostle, The (1997)",Drama +345,Deconstructing Harry (1997),"Comedy, Drama" +346,Jackie Brown (1997),"Crime, Drama" +347,Wag the Dog (1997),"Comedy, Drama" +348,Desperate Measures (1998),"Crime, Drama, Thriller" +349,Hard Rain (1998),"Action, Thriller" +350,Fallen (1998),"Action, Mystery, Thriller" +351,"Prophecy II, The (1998)",Horror +352,Spice World (1997),"Comedy, Musical" +353,Deep Rising (1998),"Action, Horror, Sci-Fi" +354,"Wedding Singer, The (1998)","Comedy, Romance" +355,Sphere (1998),"Adventure, Sci-Fi, Thriller" +356,"Client, The (1994)","Drama, Mystery, Thriller" +357,One Flew Over the Cuckoo's Nest (1975),Drama +358,Spawn (1997),"Action, Adventure, Sci-Fi, Thriller" +359,"Assignment, The (1997)",Thriller +360,Wonderland (1997),Documentary +361,Incognito (1997),"Crime, Thriller" +362,Blues Brothers 2000 (1998),"Action, Comedy, Musical" +363,Sudden Death (1995),Action +364,Ace Ventura: When Nature Calls (1995),Comedy +365,Powder (1995),Drama +366,Dangerous Minds (1995),Drama +367,Clueless (1995),Comedy +368,Bio-Dome (1996),Comedy +369,Black Sheep (1996),Comedy +370,Mary Reilly (1996),"Drama, Thriller" +371,"Bridges of Madison County, The (1995)","Drama, Romance" +372,Jeffrey (1995),Comedy +373,Judge Dredd (1995),"Action, Adventure, Sci-Fi" +374,Mighty Morphin Power Rangers: The Movie (1995),"Action, Children's" +375,Showgirls (1995),Drama +376,Houseguest (1994),Comedy +377,Heavyweights (1994),"Children's, Comedy" +378,Miracle on 34th Street (1994),Drama +379,Tales From the Crypt Presents: Demon Knight (1995),Horror +380,Star Trek: Generations (1994),"Action, Adventure, Sci-Fi" +381,Muriel's Wedding (1994),"Comedy, Romance" +382,"Adventures of Priscilla, Queen of the Desert, The (1994)","Comedy, Drama" +383,"Flintstones, The (1994)","Children's, Comedy" +384,Naked Gun 33 1/3: The Final Insult (1994),Comedy +385,True Lies (1994),"Action, Adventure, Comedy, Romance" +386,Addams Family Values (1993),Comedy +387,"Age of Innocence, The (1993)",Drama +388,Beverly Hills Cop III (1994),"Action, Comedy" +389,Black Beauty (1994),"Adventure, Children's" +390,Fear of a Black Hat (1993),Comedy +391,Last Action Hero (1993),"Action, Comedy" +392,"Man Without a Face, The (1993)",Drama +393,Mrs. Doubtfire (1993),Comedy +394,Radioland Murders (1994),"Comedy, Mystery, Romance" +395,Robin Hood: Men in Tights (1993),Comedy +396,Serial Mom (1994),"Comedy, Crime, Horror" +397,Striking Distance (1993),Action +398,Super Mario Bros. (1993),"Action, Adventure, Children's, Sci-Fi" +399,"Three Musketeers, The (1993)","Action, Adventure, Comedy" +400,"Little Rascals, The (1994)","Children's, Comedy" +401,"Brady Bunch Movie, The (1995)",Comedy +402,Ghost (1990),"Comedy, Romance, Thriller" +403,Batman (1989),"Action, Adventure, Crime, Drama" +404,Pinocchio (1940),"Animation, Children's" +405,Mission: Impossible (1996),"Action, Adventure, Mystery" +406,Thinner (1996),"Horror, Thriller" +407,Spy Hard (1996),Comedy +408,"Close Shave, A (1995)","Animation, Comedy, Thriller" +409,Jack (1996),"Comedy, Drama" +410,Kingpin (1996),Comedy +411,"Nutty Professor, The (1996)","Comedy, Fantasy, Romance, Sci-Fi" +412,"Very Brady Sequel, A (1996)",Comedy +413,Tales from the Crypt Presents: Bordello of Blood (1996),Horror +414,My Favorite Year (1982),Comedy +415,"Apple Dumpling Gang, The (1975)","Children's, Comedy, Western" +416,Old Yeller (1957),"Children's, Drama" +417,"Parent Trap, The (1961)","Children's, Drama" +418,Cinderella (1950),"Animation, Children's, Musical" +419,Mary Poppins (1964),"Children's, Comedy, Musical" +420,Alice in Wonderland (1951),"Animation, Children's, Musical" +421,William Shakespeare's Romeo and Juliet (1996),"Drama, Romance" +422,Aladdin and the King of Thieves (1996),"Animation, Children's, Comedy" +423,E.T. the Extra-Terrestrial (1982),"Children's, Drama, Fantasy, Sci-Fi" +424,Children of the Corn: The Gathering (1996),Horror +425,Bob Roberts (1992),Comedy +426,"Transformers: The Movie, The (1986)","Action, Animation, Children's, Sci-Fi, Thriller, War" +427,To Kill a Mockingbird (1962),Drama +428,Harold and Maude (1971),Comedy +429,"Day the Earth Stood Still, The (1951)","Drama, Sci-Fi" +430,Duck Soup (1933),"Comedy, War" +431,Highlander (1986),"Action, Adventure" +432,Fantasia (1940),"Animation, Children's, Musical" +433,Heathers (1989),Comedy +434,Forbidden Planet (1956),Sci-Fi +435,Butch Cassidy and the Sundance Kid (1969),"Action, Comedy, Western" +436,"American Werewolf in London, An (1981)",Horror +437,Amityville 1992: It's About Time (1992),Horror +438,Amityville 3-D (1983),Horror +439,Amityville: A New Generation (1993),Horror +440,Amityville II: The Possession (1982),Horror +441,"Amityville Horror, The (1979)",Horror +442,"Amityville Curse, The (1990)",Horror +443,"Birds, The (1963)",Horror +444,"Blob, The (1958)","Horror, Sci-Fi" +445,"Body Snatcher, The (1945)",Horror +446,Burnt Offerings (1976),Horror +447,Carrie (1976),Horror +448,"Omen, The (1976)",Horror +449,Star Trek: The Motion Picture (1979),"Action, Adventure, Sci-Fi" +450,Star Trek V: The Final Frontier (1989),"Action, Adventure, Sci-Fi" +451,Grease (1978),"Comedy, Musical, Romance" +452,Jaws 2 (1978),"Action, Horror" +453,Jaws 3-D (1983),"Action, Horror" +454,Bastard Out of Carolina (1996),Drama +455,Jackie Chan's First Strike (1996),Action +456,Beverly Hills Ninja (1997),"Action, Comedy" +457,Free Willy 3: The Rescue (1997),"Adventure, Children's, Drama" +458,Nixon (1995),Drama +459,"Cry, the Beloved Country (1995)",Drama +460,"Crossing Guard, The (1995)",Drama +461,Smoke (1995),Drama +462,Like Water For Chocolate (Como agua para chocolate) (1992),"Drama, Romance" +463,"Secret of Roan Inish, The (1994)",Adventure +464,Vanya on 42nd Street (1994),Drama +465,"Jungle Book, The (1994)","Adventure, Children's, Romance" +466,Red Rock West (1992),Thriller +467,"Bronx Tale, A (1993)",Drama +468,Rudy (1993),Drama +469,Short Cuts (1993),Drama +470,Tombstone (1993),Western +471,Courage Under Fire (1996),"Drama, War" +472,Dragonheart (1996),"Action, Adventure, Fantasy" +473,James and the Giant Peach (1996),"Animation, Children's, Musical" +474,Dr. Strangelove or: How I Learned to Stop Worrying and Love the Bomb (1963),"Sci-Fi, War" +475,Trainspotting (1996),Drama +476,"First Wives Club, The (1996)",Comedy +477,Matilda (1996),"Children's, Comedy" +478,"Philadelphia Story, The (1940)","Comedy, Romance" +479,Vertigo (1958),"Mystery, Thriller" +480,North by Northwest (1959),"Comedy, Thriller" +481,"Apartment, The (1960)","Comedy, Drama" +482,Some Like It Hot (1959),"Comedy, Crime" +483,Casablanca (1942),"Drama, Romance, War" +484,"Maltese Falcon, The (1941)","Film-Noir, Mystery" +485,My Fair Lady (1964),"Musical, Romance" +486,Sabrina (1954),"Comedy, Romance" +487,Roman Holiday (1953),"Comedy, Romance" +488,Sunset Blvd. (1950),Film-Noir +489,Notorious (1946),"Film-Noir, Romance, Thriller" +490,To Catch a Thief (1955),"Comedy, Romance, Thriller" +491,"Adventures of Robin Hood, The (1938)","Action, Adventure" +492,East of Eden (1955),Drama +493,"Thin Man, The (1934)",Mystery +494,His Girl Friday (1940),Comedy +495,Around the World in 80 Days (1956),"Adventure, Comedy" +496,It's a Wonderful Life (1946),Drama +497,Bringing Up Baby (1938),Comedy +498,"African Queen, The (1951)","Action, Adventure, Romance, War" +499,Cat on a Hot Tin Roof (1958),Drama +500,Fly Away Home (1996),"Adventure, Children's" +501,Dumbo (1941),"Animation, Children's, Musical" +502,Bananas (1971),"Comedy, War" +503,"Candidate, The (1972)",Drama +504,Bonnie and Clyde (1967),"Crime, Drama" +505,Dial M for Murder (1954),"Mystery, Thriller" +506,Rebel Without a Cause (1955),Drama +507,"Streetcar Named Desire, A (1951)",Drama +508,"People vs. Larry Flynt, The (1996)",Drama +509,My Left Foot (1989),Drama +510,"Magnificent Seven, The (1954)","Action, Drama, Western" +511,Lawrence of Arabia (1962),"Adventure, War" +512,Wings of Desire (1987),"Comedy, Drama, Romance" +513,"Third Man, The (1949)","Mystery, Thriller" +514,Annie Hall (1977),"Comedy, Romance" +515,"Boot, Das (1981)","Action, Drama, War" +516,Local Hero (1983),Comedy +517,Manhattan (1979),"Comedy, Drama, Romance" +518,Miller's Crossing (1990),Drama +519,"Treasure of the Sierra Madre, The (1948)",Adventure +520,"Great Escape, The (1963)","Adventure, War" +521,"Deer Hunter, The (1978)","Drama, War" +522,Down by Law (1986),"Comedy, Drama" +523,Cool Hand Luke (1967),"Comedy, Drama" +524,"Great Dictator, The (1940)",Comedy +525,"Big Sleep, The (1946)","Film-Noir, Mystery" +526,Ben-Hur (1959),"Action, Adventure, Drama" +527,Gandhi (1982),Drama +528,"Killing Fields, The (1984)","Drama, War" +529,My Life as a Dog (Mitt liv som hund) (1985),Drama +530,"Man Who Would Be King, The (1975)",Adventure +531,Shine (1996),"Drama, Romance" +532,Kama Sutra: A Tale of Love (1996),Romance +533,"Daytrippers, The (1996)",Mystery +534,Traveller (1997),Drama +535,Addicted to Love (1997),"Comedy, Romance" +536,Ponette (1996),Drama +537,My Own Private Idaho (1991),Drama +538,Anastasia (1997),"Animation, Children's, Musical" +539,Mouse Hunt (1997),"Children's, Comedy" +540,Money Train (1995),Action +541,Mortal Kombat (1995),"Action, Adventure" +542,Pocahontas (1995),"Animation, Children's, Musical, Romance" +543,"Misérables, Les (1995)","Drama, Musical" +544,Things to Do in Denver when You're Dead (1995),"Crime, Drama, Romance" +545,Vampire in Brooklyn (1995),"Comedy, Romance" +546,Broken Arrow (1996),"Action, Thriller" +547,"Young Poisoner's Handbook, The (1995)",Crime +548,"NeverEnding Story III, The (1994)","Children's, Fantasy" +549,Rob Roy (1995),"Drama, Romance, War" +550,Die Hard: With a Vengeance (1995),"Action, Thriller" +551,Lord of Illusions (1995),Horror +552,Species (1995),Sci-Fi +553,"Walk in the Clouds, A (1995)","Drama, Romance" +554,Waterworld (1995),"Action, Adventure" +555,White Man's Burden (1995),Drama +556,Wild Bill (1995),Western +557,Farinelli: il castrato (1994),"Drama, Musical" +558,Heavenly Creatures (1994),"Drama, Fantasy, Thriller" +559,Interview with the Vampire (1994),"Drama, Horror" +560,"Kid in King Arthur's Court, A (1995)","Adventure, Children's, Comedy, Fantasy, Romance, Sci-Fi" +561,Mary Shelley's Frankenstein (1994),"Drama, Horror" +562,"Quick and the Dead, The (1995)","Action, Adventure, Western" +563,Stephen King's The Langoliers (1995),Horror +564,Tales from the Hood (1995),"Comedy, Horror" +565,Village of the Damned (1995),"Horror, Thriller" +566,Clear and Present Danger (1994),"Action, Adventure, Thriller" +567,Wes Craven's New Nightmare (1994),Horror +568,Speed (1994),"Action, Romance, Thriller" +569,Wolf (1994),"Drama, Horror" +570,Wyatt Earp (1994),Western +571,Another Stakeout (1993),"Comedy, Thriller" +572,Blown Away (1994),"Action, Thriller" +573,Body Snatchers (1993),"Horror, Sci-Fi, Thriller" +574,Boxing Helena (1993),"Mystery, Romance, Thriller" +575,City Slickers II: The Legend of Curly's Gold (1994),"Comedy, Western" +576,Cliffhanger (1993),"Action, Adventure, Crime" +577,Coneheads (1993),"Comedy, Sci-Fi" +578,Demolition Man (1993),"Action, Sci-Fi" +579,Fatal Instinct (1993),Comedy +580,"Englishman Who Went Up a Hill, But Came Down a Mountain, The (1995)","Comedy, Romance" +581,Kalifornia (1993),"Drama, Thriller" +582,"Piano, The (1993)","Drama, Romance" +583,Romeo Is Bleeding (1993),"Crime, Thriller" +584,"Secret Garden, The (1993)","Children's, Drama" +585,Son in Law (1993),Comedy +586,Terminal Velocity (1994),Action +587,"Hour of the Pig, The (1993)","Drama, Mystery" +588,Beauty and the Beast (1991),"Animation, Children's, Musical" +589,"Wild Bunch, The (1969)",Western +590,Hellraiser: Bloodline (1996),"Action, Horror, Sci-Fi" +591,Primal Fear (1996),"Drama, Thriller" +592,True Crime (1995),"Mystery, Thriller" +593,Stalingrad (1993),War +594,Heavy (1995),"Drama, Romance" +595,"Fan, The (1996)",Thriller +596,"Hunchback of Notre Dame, The (1996)","Animation, Children's, Musical" +597,Eraser (1996),"Action, Thriller" +598,"Big Squeeze, The (1996)","Comedy, Drama" +599,Police Story 4: Project S (Chao ji ji hua) (1993),Action +600,Daniel Defoe's Robinson Crusoe (1996),Children's +601,For Whom the Bell Tolls (1943),"Adventure, War" +602,"American in Paris, An (1951)","Musical, Romance" +603,Rear Window (1954),"Mystery, Thriller" +604,It Happened One Night (1934),Comedy +605,Meet Me in St. Louis (1944),Musical +606,All About Eve (1950),Drama +607,Rebecca (1940),"Romance, Thriller" +608,Spellbound (1945),"Mystery, Romance, Thriller" +609,Father of the Bride (1950),Comedy +610,Gigi (1958),Musical +611,Laura (1944),"Crime, Film-Noir, Mystery" +612,Lost Horizon (1937),Drama +613,My Man Godfrey (1936),Comedy +614,Giant (1956),Drama +615,"39 Steps, The (1935)",Thriller +616,Night of the Living Dead (1968),"Horror, Sci-Fi" +617,"Blue Angel, The (Blaue Engel, Der) (1930)",Drama +618,Picnic (1955),Drama +619,Extreme Measures (1996),"Drama, Thriller" +620,"Chamber, The (1996)",Drama +621,"Davy Crockett, King of the Wild Frontier (1955)",Western +622,Swiss Family Robinson (1960),"Adventure, Children's" +623,Angels in the Outfield (1994),"Children's, Comedy" +624,"Three Caballeros, The (1945)","Animation, Children's, Musical" +625,"Sword in the Stone, The (1963)","Animation, Children's" +626,So Dear to My Heart (1949),"Children's, Drama" +627,Robin Hood: Prince of Thieves (1991),Drama +628,Sleepers (1996),"Crime, Drama" +629,Victor/Victoria (1982),"Comedy, Musical" +630,"Great Race, The (1965)","Comedy, Musical" +631,"Crying Game, The (1992)","Action, Drama, Romance, War" +632,Sophie's Choice (1982),Drama +633,"Christmas Carol, A (1938)",Drama +634,Microcosmos: Le peuple de l'herbe (1996),Documentary +635,"Fog, The (1980)",Horror +636,Escape from New York (1981),"Action, Adventure, Sci-Fi, Thriller" +637,"Howling, The (1981)","Comedy, Horror" +638,"Return of Martin Guerre, The (Retour de Martin Guerre, Le) (1982)",Drama +639,"Tin Drum, The (Blechtrommel, Die) (1979)",Drama +640,"Cook the Thief His Wife & Her Lover, The (1989)",Drama +641,Paths of Glory (1957),"Drama, War" +642,"Grifters, The (1990)","Crime, Drama, Film-Noir" +643,The Innocent (1994),"Drama, Romance" +644,"Thin Blue Line, The (1988)",Documentary +645,Paris Is Burning (1990),Documentary +646,Once Upon a Time in the West (1969),Western +647,Ran (1985),"Drama, War" +648,"Quiet Man, The (1952)","Comedy, Romance" +649,Once Upon a Time in America (1984),"Crime, Drama, Thriller" +650,"Seventh Seal, The (Sjunde inseglet, Det) (1957)",Drama +651,Glory (1989),"Action, Drama, War" +652,Rosencrantz and Guildenstern Are Dead (1990),"Comedy, Drama" +653,Touch of Evil (1958),"Crime, Film-Noir, Thriller" +654,Chinatown (1974),"Film-Noir, Mystery, Thriller" +655,Stand by Me (1986),"Adventure, Comedy, Drama" +656,M (1931),"Crime, Film-Noir, Thriller" +657,"Manchurian Candidate, The (1962)","Film-Noir, Thriller" +658,Pump Up the Volume (1990),Drama +659,Arsenic and Old Lace (1944),"Comedy, Mystery, Thriller" +660,Fried Green Tomatoes (1991),Drama +661,High Noon (1952),Western +662,Somewhere in Time (1980),"Drama, Romance" +663,Being There (1979),Comedy +664,"Paris, Texas (1984)",Drama +665,Alien 3 (1992),"Action, Horror, Sci-Fi, Thriller" +666,Blood For Dracula (Andy Warhol's Dracula) (1974),Horror +667,Audrey Rose (1977),Horror +668,Blood Beach (1981),"Action, Horror" +669,Body Parts (1991),Horror +670,Body Snatchers (1993),"Horror, Sci-Fi, Thriller" +671,Bride of Frankenstein (1935),Horror +672,Candyman (1992),Horror +673,Cape Fear (1962),"Film-Noir, Thriller" +674,Cat People (1982),Horror +675,"Nosferatu (Nosferatu, eine Symphonie des Grauens) (1922)",Horror +676,"Crucible, The (1996)",Drama +677,Fire on the Mountain (1996),Documentary +678,Volcano (1997),"Drama, Thriller" +679,Conan the Barbarian (1981),"Action, Adventure" +680,Kull the Conqueror (1997),"Action, Adventure" +681,Wishmaster (1997),Horror +682,I Know What You Did Last Summer (1997),"Horror, Mystery, Thriller" +683,Rocket Man (1997),Comedy +684,In the Line of Fire (1993),"Action, Thriller" +685,Executive Decision (1996),"Action, Thriller" +686,"Perfect World, A (1993)","Action, Drama" +687,McHale's Navy (1997),"Comedy, War" +688,Leave It to Beaver (1997),Comedy +689,"Jackal, The (1997)","Action, Thriller" +690,Seven Years in Tibet (1997),"Drama, War" +691,Dark City (1998),"Film-Noir, Sci-Fi, Thriller" +692,"American President, The (1995)","Comedy, Drama, Romance" +693,Casino (1995),Drama +694,Persuasion (1995),Romance +695,Kicking and Screaming (1995),"Comedy, Drama" +696,City Hall (1996),"Drama, Thriller" +697,"Basketball Diaries, The (1995)",Drama +698,"Browning Version, The (1994)",Drama +699,Little Women (1994),Drama +700,Miami Rhapsody (1995),Comedy +701,"Wonderful, Horrible Life of Leni Riefenstahl, The (1993)",Documentary +702,Barcelona (1994),"Comedy, Romance" +703,Widows' Peak (1994),Drama +704,"House of the Spirits, The (1993)","Drama, Romance" +705,Singin' in the Rain (1952),"Musical, Romance" +706,Bad Moon (1996),Horror +707,Enchanted April (1991),Drama +708,"Sex, Lies, and Videotape (1989)",Drama +709,Strictly Ballroom (1992),"Comedy, Romance" +710,Better Off Dead... (1985),Comedy +711,"Substance of Fire, The (1996)",Drama +712,Tin Men (1987),"Comedy, Drama" +713,Othello (1995),Drama +714,Carrington (1995),"Drama, Romance" +715,To Die For (1995),"Comedy, Drama" +716,Home for the Holidays (1995),"Drama, Romance" +717,"Juror, The (1996)","Drama, Thriller" +718,In the Bleak Midwinter (1995),Comedy +719,Canadian Bacon (1994),"Comedy, War" +720,First Knight (1995),"Action, Adventure, Drama, Romance" +721,Mallrats (1995),Comedy +722,Nine Months (1995),Comedy +723,Boys on the Side (1995),"Comedy, Drama" +724,Circle of Friends (1995),"Drama, Romance" +725,Exit to Eden (1994),Comedy +726,Fluke (1995),"Children's, Drama" +727,Immortal Beloved (1994),"Drama, Romance" +728,Junior (1994),"Comedy, Sci-Fi" +729,Nell (1994),Drama +730,"Queen Margot (Reine Margot, La) (1994)","Drama, Romance" +731,"Corrina, Corrina (1994)","Comedy, Drama, Romance" +732,Dave (1993),"Comedy, Romance" +733,Go Fish (1994),"Drama, Romance" +734,Made in America (1993),Comedy +735,Philadelphia (1993),Drama +736,Shadowlands (1993),"Drama, Romance" +737,Sirens (1994),"Comedy, Drama" +738,Threesome (1994),"Comedy, Romance" +739,Pretty Woman (1990),"Comedy, Romance" +740,Jane Eyre (1996),"Drama, Romance" +741,"Last Supper, The (1995)","Drama, Thriller" +742,Ransom (1996),"Drama, Thriller" +743,"Crow: City of Angels, The (1996)","Action, Thriller" +744,Michael Collins (1996),"Drama, War" +745,"Ruling Class, The (1972)",Comedy +746,Real Genius (1985),Comedy +747,Benny & Joon (1993),"Comedy, Romance" +748,"Saint, The (1997)","Action, Romance, Thriller" +749,"MatchMaker, The (1997)","Comedy, Romance" +750,Amistad (1997),Drama +751,Tomorrow Never Dies (1997),"Action, Romance, Thriller" +752,"Replacement Killers, The (1998)","Action, Thriller" +753,Burnt By the Sun (1994),Drama +754,Red Corner (1997),"Crime, Thriller" +755,Jumanji (1995),"Action, Adventure, Children's, Fantasy, Sci-Fi" +756,Father of the Bride Part II (1995),Comedy +757,Across the Sea of Time (1995),Documentary +758,Lawnmower Man 2: Beyond Cyberspace (1996),"Sci-Fi, Thriller" +759,Fair Game (1995),Action +760,Screamers (1995),Sci-Fi +761,Nick of Time (1995),"Action, Thriller" +762,Beautiful Girls (1996),Drama +763,Happy Gilmore (1996),Comedy +764,If Lucy Fell (1996),"Comedy, Romance" +765,Boomerang (1992),"Comedy, Romance" +766,Man of the Year (1995),Documentary +767,"Addiction, The (1995)",Horror +768,Casper (1995),"Adventure, Children's" +769,Congo (1995),"Action, Adventure, Mystery, Sci-Fi" +770,Devil in a Blue Dress (1995),"Crime, Film-Noir, Mystery, Thriller" +771,Johnny Mnemonic (1995),"Action, Sci-Fi, Thriller" +772,Kids (1995),Drama +773,Mute Witness (1994),Thriller +774,"Prophecy, The (1995)",Horror +775,Something to Talk About (1995),"Comedy, Drama, Romance" +776,Three Wishes (1995),Drama +777,Castle Freak (1995),Horror +778,Don Juan DeMarco (1995),"Comedy, Drama, Romance" +779,Drop Zone (1994),Action +780,Dumb & Dumber (1994),Comedy +781,French Kiss (1995),"Comedy, Romance" +782,Little Odessa (1994),Drama +783,Milk Money (1994),"Comedy, Romance" +784,Beyond Bedlam (1993),"Drama, Horror" +785,Only You (1994),"Comedy, Romance" +786,"Perez Family, The (1995)","Comedy, Romance" +787,Roommates (1995),"Comedy, Drama" +788,Relative Fear (1994),"Horror, Thriller" +789,Swimming with Sharks (1995),"Comedy, Drama" +790,Tommy Boy (1995),Comedy +791,"Baby-Sitters Club, The (1995)",Children's +792,Bullets Over Broadway (1994),Comedy +793,Crooklyn (1994),Comedy +794,It Could Happen to You (1994),"Drama, Romance" +795,Richie Rich (1994),"Children's, Comedy" +796,Speechless (1994),"Comedy, Romance" +797,Timecop (1994),"Action, Sci-Fi" +798,Bad Company (1995),Action +799,Boys Life (1995),Drama +800,In the Mouth of Madness (1995),"Horror, Thriller" +801,"Air Up There, The (1994)",Comedy +802,Hard Target (1993),"Action, Adventure, Crime, Thriller" +803,Heaven & Earth (1993),"Action, Drama, War" +804,Jimmy Hollywood (1994),Comedy +805,Manhattan Murder Mystery (1993),"Comedy, Mystery" +806,Menace II Society (1993),"Action, Crime, Drama" +807,Poetic Justice (1993),Drama +808,"Program, The (1993)","Action, Drama" +809,Rising Sun (1993),"Action, Drama, Mystery" +810,"Shadow, The (1994)",Action +811,Thirty-Two Short Films About Glenn Gould (1993),Documentary +812,Andre (1994),"Adventure, Children's" +813,"Celluloid Closet, The (1995)",Documentary +814,"Great Day in Harlem, A (1994)",Documentary +815,One Fine Day (1996),"Drama, Romance" +816,Candyman: Farewell to the Flesh (1995),Horror +817,Frisk (1995),Drama +818,Girl 6 (1996),Comedy +819,Eddie (1996),Comedy +820,Space Jam (1996),"Adventure, Animation, Children's, Comedy, Fantasy" +821,Mrs. Winterbourne (1996),"Comedy, Romance" +822,Faces (1968),Drama +823,Mulholland Falls (1996),"Crime, Film-Noir, Thriller" +824,"Great White Hype, The (1996)",Comedy +825,"Arrival, The (1996)","Action, Sci-Fi, Thriller" +826,"Phantom, The (1996)",Adventure +827,Daylight (1996),"Action, Adventure, Thriller" +828,Alaska (1996),"Adventure, Children's" +829,Fled (1996),"Action, Adventure" +830,Power 98 (1995),"Action, Mystery, Thriller" +831,Escape from L.A. (1996),"Action, Adventure, Sci-Fi, Thriller" +832,Bogus (1996),"Children's, Drama, Fantasy" +833,Bulletproof (1996),Action +834,Halloween: The Curse of Michael Myers (1995),"Horror, Thriller" +835,"Gay Divorcee, The (1934)","Comedy, Musical, Romance" +836,Ninotchka (1939),"Comedy, Romance" +837,Meet John Doe (1941),Drama +838,In the Line of Duty 2 (1987),Action +839,Loch Ness (1995),"Horror, Thriller" +840,Last Man Standing (1996),"Action, Drama, Western" +841,"Glimmer Man, The (1996)","Action, Thriller" +842,Pollyanna (1960),"Children's, Comedy, Drama" +843,"Shaggy Dog, The (1959)","Children's, Comedy" +844,Freeway (1996),Crime +845,That Thing You Do! (1996),Comedy +846,To Gillian on Her 37th Birthday (1996),"Drama, Romance" +847,Looking for Richard (1996),"Documentary, Drama" +848,"Murder, My Sweet (1944)","Film-Noir, Thriller" +849,Days of Thunder (1990),"Action, Romance" +850,"Perfect Candidate, A (1996)",Documentary +851,Two or Three Things I Know About Her (1966),Drama +852,"Bloody Child, The (1996)","Drama, Thriller" +853,Braindead (1992),"Comedy, Horror" +854,Bad Taste (1987),"Comedy, Horror" +855,Diva (1981),"Action, Drama, Mystery, Romance, Thriller" +856,Night on Earth (1991),"Comedy, Drama" +857,Paris Was a Woman (1995),Documentary +858,Amityville: Dollhouse (1996),Horror +859,April Fool's Day (1986),"Comedy, Horror" +860,"Believers, The (1987)","Horror, Thriller" +861,Nosferatu a Venezia (1986),Horror +862,Jingle All the Way (1996),"Adventure, Children's, Comedy" +863,"Garden of Finzi-Contini, The (Giardino dei Finzi-Contini, Il) (1970)",Drama +864,My Fellow Americans (1996),Comedy +865,"Ice Storm, The (1997)",Drama +866,Michael (1996),"Comedy, Romance" +867,"Whole Wide World, The (1996)",Drama +868,Hearts and Minds (1996),Drama +869,Fools Rush In (1997),"Comedy, Romance" +870,Touch (1997),Romance +871,Vegas Vacation (1997),Comedy +872,Love Jones (1997),Romance +873,Picture Perfect (1997),"Comedy, Romance" +874,Career Girls (1997),Drama +875,She's So Lovely (1997),"Drama, Romance" +876,Money Talks (1997),"Action, Comedy" +877,Excess Baggage (1997),"Adventure, Romance" +878,That Darn Cat! (1997),"Children's, Comedy, Mystery" +879,"Peacemaker, The (1997)","Action, Thriller, War" +880,Soul Food (1997),Drama +881,Money Talks (1997),"Action, Comedy" +882,Washington Square (1997),Drama +883,Telling Lies in America (1997),Drama +884,Year of the Horse (1997),Documentary +885,Phantoms (1998),Horror +886,"Life Less Ordinary, A (1997)","Romance, Thriller" +887,Eve's Bayou (1997),Drama +888,One Night Stand (1997),Drama +889,"Tango Lesson, The (1997)",Romance +890,Mortal Kombat: Annihilation (1997),"Action, Adventure" +891,Bent (1997),"Drama, War" +892,Flubber (1997),"Children's, Comedy, Fantasy" +893,For Richer or Poorer (1997),Comedy +894,Home Alone 3 (1997),"Children's, Comedy" +895,Scream 2 (1997),"Horror, Thriller" +896,"Sweet Hereafter, The (1997)",Drama +897,Time Tracers (1995),"Action, Adventure, Sci-Fi" +898,"Postman, The (1997)",Drama +899,"Winter Guest, The (1997)",Drama +900,Kundun (1997),Drama +901,Mr. Magoo (1997),Comedy +902,"Big Lebowski, The (1998)","Comedy, Crime, Mystery, Thriller" +903,Afterglow (1997),"Drama, Romance" +904,Ma vie en rose (My Life in Pink) (1997),"Comedy, Drama" +905,Great Expectations (1998),"Drama, Romance" +906,Oscar & Lucinda (1997),"Drama, Romance" +907,Vermin (1998),Comedy +908,Half Baked (1998),Comedy +909,Dangerous Beauty (1998),Drama +910,Nil By Mouth (1997),Drama +911,Twilight (1998),"Crime, Drama" +912,U.S. Marshalls (1998),"Action, Thriller" +913,Love and Death on Long Island (1997),Comedy +914,Wild Things (1998),"Crime, Drama, Mystery, Thriller" +915,Primary Colors (1998),Drama +916,Lost in Space (1998),"Action, Sci-Fi, Thriller" +917,Mercury Rising (1998),"Action, Drama, Thriller" +918,City of Angels (1998),Romance +919,"City of Lost Children, The (1995)","Adventure, Sci-Fi" +920,Two Bits (1995),Drama +921,Farewell My Concubine (1993),"Drama, Romance" +922,Dead Man (1995),Western +923,Raise the Red Lantern (1991),Drama +924,White Squall (1996),"Adventure, Drama" +925,Unforgettable (1996),"Sci-Fi, Thriller" +926,Down Periscope (1996),Comedy +927,"Flower of My Secret, The (Flor de mi secreto, La) (1995)",Drama +928,"Craft, The (1996)","Drama, Horror" +929,Harriet the Spy (1996),"Children's, Comedy" +930,Chain Reaction (1996),"Action, Adventure, Thriller" +931,"Island of Dr. Moreau, The (1996)","Sci-Fi, Thriller" +932,First Kid (1996),"Children's, Comedy" +933,"Funeral, The (1996)",Drama +934,"Preacher's Wife, The (1996)",Drama +935,Paradise Road (1997),"Drama, War" +936,Brassed Off (1996),"Comedy, Drama, Romance" +937,"Thousand Acres, A (1997)",Drama +938,"Smile Like Yours, A (1997)","Comedy, Romance" +939,Murder in the First (1995),"Drama, Thriller" +940,Airheads (1994),Comedy +941,With Honors (1994),"Comedy, Drama" +942,What's Love Got to Do with It (1993),Drama +943,Killing Zoe (1994),Thriller +944,Renaissance Man (1994),"Comedy, Drama, War" +945,Charade (1963),"Comedy, Mystery, Romance, Thriller" +946,"Fox and the Hound, The (1981)","Animation, Children's" +947,"Big Blue, The (Grand bleu, Le) (1988)","Adventure, Romance" +948,Booty Call (1997),"Comedy, Romance" +949,How to Make an American Quilt (1995),"Drama, Romance" +950,Georgia (1995),Drama +951,"Indian in the Cupboard, The (1995)","Adventure, Children's, Fantasy" +952,Blue in the Face (1995),Comedy +953,Unstrung Heroes (1995),"Comedy, Drama" +954,Unzipped (1995),Documentary +955,Before Sunrise (1995),"Drama, Romance" +956,Nobody's Fool (1994),Drama +957,Pushing Hands (1992),Comedy +958,To Live (Huozhe) (1994),Drama +959,Dazed and Confused (1993),Comedy +960,Naked (1993),Drama +961,Orlando (1993),Drama +962,Ruby in Paradise (1993),Drama +963,Some Folks Call It a Sling Blade (1993),"Drama, Thriller" +964,"Month by the Lake, A (1995)","Comedy, Drama" +965,Funny Face (1957),"Comedy, Musical" +966,"Affair to Remember, An (1957)",Romance +967,Little Lord Fauntleroy (1936),Drama +968,"Inspector General, The (1949)",Musical +969,Winnie the Pooh and the Blustery Day (1968),"Animation, Children's" +970,Hear My Song (1991),Comedy +971,Mediterraneo (1991),"Comedy, War" +972,Passion Fish (1992),Drama +973,Grateful Dead (1995),Documentary +974,Eye for an Eye (1996),"Drama, Thriller" +975,Fear (1996),Thriller +976,Solo (1996),"Action, Sci-Fi, Thriller" +977,"Substitute, The (1996)",Action +978,Heaven's Prisoners (1996),"Mystery, Thriller" +979,"Trigger Effect, The (1996)","Drama, Thriller" +980,Mother Night (1996),Drama +981,Dangerous Ground (1997),Drama +982,Maximum Risk (1996),"Action, Adventure, Thriller" +983,"Rich Man's Wife, The (1996)",Thriller +984,Shadow Conspiracy (1997),Thriller +985,Blood & Wine (1997),Drama +986,Turbulence (1997),Thriller +987,Underworld (1997),Thriller +988,"Beautician and the Beast, The (1997)","Comedy, Romance" +989,Cats Don't Dance (1997),"Animation, Children's, Musical" +990,Anna Karenina (1997),"Drama, Romance" +991,Keys to Tulsa (1997),Crime +992,Head Above Water (1996),"Comedy, Thriller" +993,Hercules (1997),"Adventure, Animation, Children's, Comedy, Musical" +994,"Last Time I Committed Suicide, The (1997)",Drama +995,"Kiss Me, Guido (1997)",Comedy +996,"Big Green, The (1995)","Children's, Comedy" +997,Stuart Saves His Family (1995),Comedy +998,Cabin Boy (1994),Comedy +999,Clean Slate (1994),Comedy +1000,Lightning Jack (1994),"Comedy, Western" +1001,"Stupids, The (1996)",Comedy +1002,"Pest, The (1997)",Comedy +1003,That Darn Cat! (1997),"Children's, Comedy, Mystery" +1004,Geronimo: An American Legend (1993),"Drama, Western" +1005,"Double vie de Véronique, La (Double Life of Veronique, The) (1991)",Drama +1006,Until the End of the World (Bis ans Ende der Welt) (1991),"Drama, Sci-Fi" +1007,Waiting for Guffman (1996),Comedy +1008,I Shot Andy Warhol (1996),Drama +1009,Stealing Beauty (1996),Drama +1010,Basquiat (1996),Drama +1011,2 Days in the Valley (1996),Crime +1012,Private Parts (1997),"Comedy, Drama" +1013,Anaconda (1997),"Action, Adventure, Thriller" +1014,Romy and Michele's High School Reunion (1997),Comedy +1015,Shiloh (1997),"Children's, Drama" +1016,Con Air (1997),"Action, Adventure, Thriller" +1017,Trees Lounge (1996),Drama +1018,Tie Me Up! Tie Me Down! (1990),Drama +1019,"Die xue shuang xiong (Killer, The) (1989)","Action, Thriller" +1020,Gaslight (1944),"Mystery, Thriller" +1021,8 1/2 (1963),Drama +1022,"Fast, Cheap & Out of Control (1997)",Documentary +1023,Fathers' Day (1997),Comedy +1024,Mrs. Dalloway (1997),Romance +1025,Fire Down Below (1997),"Action, Drama, Thriller" +1026,"Lay of the Land, The (1997)","Comedy, Drama" +1027,"Shooter, The (1995)",Action +1028,Grumpier Old Men (1995),"Comedy, Romance" +1029,Jury Duty (1995),Comedy +1030,"Beverly Hillbillies, The (1993)",Comedy +1031,Lassie (1994),"Adventure, Children's" +1032,Little Big League (1994),"Children's, Comedy" +1033,Homeward Bound II: Lost in San Francisco (1996),"Adventure, Children's" +1034,"Quest, The (1996)","Action, Adventure" +1035,Cool Runnings (1993),Comedy +1036,Drop Dead Fred (1991),"Comedy, Fantasy" +1037,Grease 2 (1982),"Comedy, Musical, Romance" +1038,Switchback (1997),Thriller +1039,Hamlet (1996),Drama +1040,Two if by Sea (1996),"Comedy, Romance" +1041,Forget Paris (1995),"Comedy, Romance" +1042,Just Cause (1995),"Mystery, Thriller" +1043,Rent-a-Kid (1995),Comedy +1044,"Paper, The (1994)","Comedy, Drama" +1045,Fearless (1993),Drama +1046,Malice (1993),Thriller +1047,Multiplicity (1996),Comedy +1048,She's the One (1996),"Comedy, Romance" +1049,House Arrest (1996),Comedy +1050,"Ghost and Mrs. Muir, The (1947)","Drama, Romance" +1051,"Associate, The (1996)",Comedy +1052,Dracula: Dead and Loving It (1995),"Comedy, Horror" +1053,Now and Then (1995),Drama +1054,Mr. Wrong (1996),Comedy +1055,"Simple Twist of Fate, A (1994)",Drama +1056,Cronos (1992),Horror +1057,"Pallbearer, The (1996)",Comedy +1058,"War, The (1994)","Adventure, Drama" +1059,Don't Be a Menace to South Central While Drinking Your Juice in the Hood (1996),Comedy +1060,"Adventures of Pinocchio, The (1996)","Adventure, Children's" +1061,"Evening Star, The (1996)","Comedy, Drama" +1062,Four Days in September (1997),Drama +1063,"Little Princess, A (1995)","Children's, Drama" +1064,Crossfire (1947),"Crime, Film-Noir" +1065,Koyaanisqatsi (1983),"Documentary, War" +1066,Balto (1995),"Animation, Children's" +1067,Bottle Rocket (1996),Comedy +1068,"Star Maker, The (Uomo delle stelle, L') (1995)",Drama +1069,Amateur (1994),"Crime, Drama, Thriller" +1070,Living in Oblivion (1995),Comedy +1071,Party Girl (1995),Comedy +1072,"Pyromaniac's Love Story, A (1995)","Comedy, Romance" +1073,Shallow Grave (1994),Thriller +1074,Reality Bites (1994),"Comedy, Drama" +1075,"Man of No Importance, A (1994)",Drama +1076,"Pagemaster, The (1994)","Action, Adventure, Animation, Children's, Fantasy" +1077,Love and a .45 (1994),Thriller +1078,Oliver & Company (1988),"Animation, Children's" +1079,Joe's Apartment (1996),"Comedy, Musical" +1080,Celestial Clockwork (1994),Comedy +1081,Curdled (1996),Crime +1082,Female Perversions (1996),Drama +1083,Albino Alligator (1996),"Crime, Thriller" +1084,Anne Frank Remembered (1995),Documentary +1085,Carried Away (1996),"Drama, Romance" +1086,It's My Party (1995),Drama +1087,Bloodsport 2 (1995),Action +1088,Double Team (1997),Action +1089,Speed 2: Cruise Control (1997),"Action, Romance, Thriller" +1090,Sliver (1993),Thriller +1091,Pete's Dragon (1977),"Adventure, Animation, Children's, Musical" +1092,Dear God (1996),Comedy +1093,Live Nude Girls (1995),Comedy +1094,"Thin Line Between Love and Hate, A (1996)",Comedy +1095,High School High (1996),Comedy +1096,Commandments (1997),Romance +1097,"Hate (Haine, La) (1995)",Drama +1098,Flirting With Disaster (1996),Comedy +1099,"Red Firecracker, Green Firecracker (1994)",Drama +1100,What Happened Was... (1994),"Comedy, Drama, Romance" +1101,Six Degrees of Separation (1993),"Drama, Mystery" +1102,Two Much (1996),"Comedy, Romance" +1103,Trust (1990),"Comedy, Drama" +1104,C'est arrivé près de chez vous (1992),"Comedy, Crime, Drama" +1105,Firestorm (1998),"Action, Adventure, Thriller" +1106,"Newton Boys, The (1998)","Crime, Drama" +1107,Beyond Rangoon (1995),Drama +1108,Feast of July (1995),Drama +1109,Death and the Maiden (1994),"Drama, Thriller" +1110,Tank Girl (1995),"Action, Comedy, Musical, Sci-Fi" +1111,Double Happiness (1994),Drama +1112,Cobb (1994),Drama +1113,Mrs. Parker and the Vicious Circle (1994),Drama +1114,Faithful (1996),Comedy +1115,Twelfth Night (1996),"Comedy, Drama, Romance" +1116,"Mark of Zorro, The (1940)",Adventure +1117,Surviving Picasso (1996),Drama +1118,Up in Smoke (1978),Comedy +1119,Some Kind of Wonderful (1987),"Drama, Romance" +1120,I'm Not Rappaport (1996),Comedy +1121,"Umbrellas of Cherbourg, The (Parapluies de Cherbourg, Les) (1964)","Drama, Musical" +1122,They Made Me a Criminal (1939),"Crime, Drama" +1123,"Last Time I Saw Paris, The (1954)",Drama +1124,"Farewell to Arms, A (1932)","Romance, War" +1125,"Innocents, The (1961)",Thriller +1126,"Old Man and the Sea, The (1958)","Adventure, Drama" +1127,"Truman Show, The (1998)",Drama +1128,Heidi Fleiss: Hollywood Madam (1995) ,Documentary +1129,Chungking Express (1994),"Drama, Mystery, Romance" +1130,Jupiter's Wife (1994),Documentary +1131,Safe (1995),Thriller +1132,Feeling Minnesota (1996),"Drama, Romance" +1133,Escape to Witch Mountain (1975),"Adventure, Children's, Fantasy" +1134,Get on the Bus (1996),Drama +1135,"Doors, The (1991)","Drama, Musical" +1136,Ghosts of Mississippi (1996),Drama +1137,Beautiful Thing (1996),"Drama, Romance" +1138,Best Men (1997),"Action, Comedy, Crime, Drama" +1139,Hackers (1995),"Action, Crime, Thriller" +1140,"Road to Wellville, The (1994)",Comedy +1141,"War Room, The (1993)",Documentary +1142,When We Were Kings (1996),Documentary +1143,Hard Eight (1996),"Crime, Thriller" +1144,"Quiet Room, The (1996)",Drama +1145,Blue Chips (1994),Drama +1146,Calendar Girl (1993),Drama +1147,My Family (1995),Drama +1148,Tom & Viv (1994),Drama +1149,Walkabout (1971),Drama +1150,Last Dance (1996),Drama +1151,Original Gangstas (1996),Crime +1152,In Love and War (1996),"Romance, War" +1153,Backbeat (1993),"Drama, Musical" +1154,Alphaville (1965),Sci-Fi +1155,"Rendezvous in Paris (Rendez-vous de Paris, Les) (1995)","Comedy, Romance" +1156,Cyclo (1995),"Crime, Drama" +1157,"Relic, The (1997)",Horror +1158,"Fille seule, La (A Single Girl) (1995)",Drama +1159,Stalker (1979),"Mystery, Sci-Fi" +1160,Love! Valour! Compassion! (1997),"Drama, Romance" +1161,Palookaville (1996),"Action, Drama" +1162,Phat Beach (1996),Comedy +1163,"Portrait of a Lady, The (1996)",Drama +1164,Zeus and Roxanne (1997),Children's +1165,Big Bully (1996),"Comedy, Drama" +1166,Love & Human Remains (1993),Comedy +1167,"Sum of Us, The (1994)",Comedy +1168,Little Buddha (1993),Drama +1169,Fresh (1994),Drama +1170,Spanking the Monkey (1994),"Comedy, Drama" +1171,Wild Reeds (1994),Drama +1172,"Women, The (1939)",Comedy +1173,Bliss (1997),"Drama, Romance" +1174,Caught (1996),"Drama, Thriller" +1175,Hugo Pool (1997),Romance +1176,Welcome To Sarajevo (1997),"Drama, War" +1177,Dunston Checks In (1996),Comedy +1178,Major Payne (1994),Comedy +1179,Man of the House (1995),Comedy +1180,I Love Trouble (1994),"Action, Comedy" +1181,"Low Down Dirty Shame, A (1994)","Action, Comedy" +1182,Cops and Robbersons (1994),Comedy +1183,"Cowboy Way, The (1994)","Action, Comedy" +1184,"Endless Summer 2, The (1994)",Documentary +1185,In the Army Now (1994),"Comedy, War" +1186,"Inkwell, The (1994)","Comedy, Drama" +1187,Switchblade Sisters (1975),Crime +1188,Young Guns II (1990),"Action, Comedy, Western" +1189,Prefontaine (1997),Drama +1190,That Old Feeling (1997),"Comedy, Romance" +1191,"Letter From Death Row, A (1998)","Crime, Drama" +1192,"Boys of St. Vincent, The (1993)",Drama +1193,Before the Rain (Pred dozhdot) (1994),Drama +1194,Once Were Warriors (1994),"Crime, Drama" +1195,Strawberry and Chocolate (Fresa y chocolate) (1993),Drama +1196,"Savage Nights (Nuits fauves, Les) (1992)",Drama +1197,"Family Thing, A (1996)","Comedy, Drama" +1198,Purple Noon (1960),"Crime, Thriller" +1199,Cemetery Man (Dellamorte Dellamore) (1994),"Comedy, Horror" +1200,Kim (1950),"Children's, Drama" +1201,Marlene Dietrich: Shadow and Light (1996) ,Documentary +1202,"Maybe, Maybe Not (Bewegte Mann, Der) (1994)",Comedy +1203,Top Hat (1935),"Comedy, Musical, Romance" +1204,To Be or Not to Be (1942),"Comedy, Drama, War" +1205,"Secret Agent, The (1996)",Drama +1206,Amos & Andrew (1993),Comedy +1207,Jade (1995),Thriller +1208,Kiss of Death (1995),"Crime, Drama, Thriller" +1209,Mixed Nuts (1994),Comedy +1210,Virtuosity (1995),"Sci-Fi, Thriller" +1211,Blue Sky (1994),"Drama, Romance" +1212,Flesh and Bone (1993),"Drama, Mystery, Romance" +1213,Guilty as Sin (1993),"Crime, Drama, Thriller" +1214,In the Realm of the Senses (Ai no corrida) (1976),Drama +1215,Barb Wire (1996),"Action, Sci-Fi" +1216,Kissed (1996),Romance +1217,Assassins (1995),Thriller +1218,Friday (1995),Comedy +1219,"Goofy Movie, A (1995)","Animation, Children's, Comedy, Romance" +1220,Higher Learning (1995),Drama +1221,When a Man Loves a Woman (1994),Drama +1222,Judgment Night (1993),Action +1223,King of the Hill (1993),Drama +1224,"Scout, The (1994)",Drama +1225,Angus (1995),Comedy +1226,Night Falls on Manhattan (1997),"Crime, Drama" +1227,"Awfully Big Adventure, An (1995)",Drama +1228,Under Siege 2: Dark Territory (1995),Action +1229,Poison Ivy II (1995),"Drama, Thriller" +1230,Ready to Wear (Pret-A-Porter) (1994),Comedy +1231,Marked for Death (1990),"Action, Drama" +1232,Madonna: Truth or Dare (1991),Documentary +1233,Nénette et Boni (1996),Drama +1234,Chairman of the Board (1998),Comedy +1235,"Big Bang Theory, The (1994)",Crime +1236,"Other Voices, Other Rooms (1997)",Drama +1237,Twisted (1996),"Comedy, Drama" +1238,Full Speed (1996),Drama +1239,Cutthroat Island (1995),"Action, Adventure, Romance" +1240,Ghost in the Shell (Kokaku kidotai) (1995),"Animation, Sci-Fi" +1241,"Van, The (1996)","Comedy, Drama" +1242,"Old Lady Who Walked in the Sea, The (Vieille qui marchait dans la mer, La) (1991)",Comedy +1243,Night Flier (1997),Horror +1244,Metro (1997),Action +1245,Gridlock'd (1997),Crime +1246,Bushwhacked (1995),Comedy +1247,Bad Girls (1994),Western +1248,Blink (1994),Thriller +1249,For Love or Money (1993),Comedy +1250,Best of the Best 3: No Turning Back (1995),Action +1251,A Chef in Love (1996),Comedy +1252,"Contempt (Mépris, Le) (1963)",Drama +1253,"Tie That Binds, The (1995)",Thriller +1254,Gone Fishin' (1997),Comedy +1255,Broken English (1996),Drama +1256,"Designated Mourner, The (1997)",Drama +1257,"Designated Mourner, The (1997)",Drama +1258,Trial and Error (1997),"Comedy, Romance" +1259,Pie in the Sky (1995),"Comedy, Romance" +1260,Total Eclipse (1995),Drama +1261,"Run of the Country, The (1995)",Drama +1262,Walking and Talking (1996),Romance +1263,Foxfire (1996),Drama +1264,Nothing to Lose (1994),Drama +1265,Star Maps (1997),Drama +1266,Bread and Chocolate (Pane e cioccolata) (1973),Drama +1267,Clockers (1995),Drama +1268,Bitter Moon (1992),Drama +1269,Love in the Afternoon (1957),"Comedy, Romance" +1270,Life with Mikey (1993),Comedy +1271,North (1994),Comedy +1272,Talking About Sex (1994),"Comedy, Drama" +1273,Color of Night (1994),"Drama, Thriller" +1274,Robocop 3 (1993),"Sci-Fi, Thriller" +1275,Killer (Bulletproof Heart) (1994),Thriller +1276,Sunset Park (1996),Drama +1277,Set It Off (1996),"Action, Crime" +1278,Selena (1997),"Drama, Musical" +1279,Wild America (1997),"Adventure, Children's" +1280,Gang Related (1997),Crime +1281,Manny & Lo (1996),Drama +1282,"Grass Harp, The (1995)",Drama +1283,Out to Sea (1997),Comedy +1284,Before and After (1996),"Drama, Mystery" +1285,Princess Caraboo (1994),Drama +1286,Shall We Dance? (1937),"Comedy, Musical, Romance" +1287,Ed (1996),Comedy +1288,Denise Calls Up (1995),Comedy +1289,Jack and Sarah (1995),Romance +1290,Country Life (1994),"Drama, Romance" +1291,Celtic Pride (1996),Comedy +1292,"Simple Wish, A (1997)","Children's, Fantasy" +1293,Star Kid (1997),"Adventure, Children's, Fantasy, Sci-Fi" +1294,Ayn Rand: A Sense of Life (1997),Documentary +1295,Kicked in the Head (1997),"Comedy, Drama" +1296,Indian Summer (1996),"Comedy, Drama" +1297,Love Affair (1994),"Drama, Romance" +1298,"Band Wagon, The (1953)","Comedy, Musical" +1299,Penny Serenade (1941),"Drama, Romance" +1300,'Til There Was You (1997),"Drama, Romance" +1301,Stripes (1981),Comedy +1302,Late Bloomers (1996),Comedy +1303,"Getaway, The (1994)",Action +1304,New York Cop (1996),"Action, Crime" +1305,National Lampoon's Senior Trip (1995),Comedy +1306,Delta of Venus (1994),Drama +1307,Carmen Miranda: Bananas Is My Business (1994),Documentary +1308,Babyfever (1994),"Comedy, Drama" +1309,"Very Natural Thing, A (1974)",Drama +1310,"Walk in the Sun, A (1945)",Drama +1311,Waiting to Exhale (1995),"Comedy, Drama" +1312,"Pompatus of Love, The (1996)","Comedy, Drama" +1313,Palmetto (1998),"Film-Noir, Mystery, Thriller" +1314,Surviving the Game (1994),"Action, Adventure, Thriller" +1315,Inventing the Abbotts (1997),"Drama, Romance" +1316,"Horse Whisperer, The (1998)",Drama +1317,"Journey of August King, The (1995)",Drama +1318,Catwalk (1995),Documentary +1319,"Neon Bible, The (1995)",Drama +1320,Homage (1995),Drama +1321,Open Season (1996),Comedy +1322,Metisse (Café au Lait) (1993),Comedy +1323,"Wooden Man's Bride, The (Wu Kui) (1994)",Drama +1324,Loaded (1994),"Drama, Thriller" +1325,August (1996),Drama +1326,Boys (1996),Drama +1327,Captives (1994),Drama +1328,Of Love and Shadows (1994),Drama +1329,"Low Life, The (1994)",Drama +1330,An Unforgettable Summer (1994),Drama +1331,"Last Klezmer: Leopold Kozlowski, His Life and Music, The (1995)",Documentary +1332,My Life and Times With Antonin Artaud (En compagnie d'Antonin Artaud) (1993),Drama +1333,Midnight Dancers (Sibak) (1994),"Comedy, Drama" +1334,Somebody to Love (1994),Drama +1335,American Buffalo (1996),Drama +1336,Kazaam (1996),"Children's, Comedy, Fantasy" +1337,Larger Than Life (1996),Comedy +1338,Two Deaths (1995),Drama +1339,Stefano Quantestorie (1993),"Comedy, Drama" +1340,"Crude Oasis, The (1995)",Romance +1341,Hedd Wyn (1992),Drama +1342,"Convent, The (Convento, O) (1995)",Drama +1343,Lotto Land (1995),Drama +1344,"Story of Xinghua, The (1993)",Drama +1345,"Day the Sun Turned Cold, The (Tianguo niezi) (1994)",Drama +1346,Dingo (1992),Drama +1347,"Ballad of Narayama, The (Narayama Bushiko) (1958)",Drama +1348,Every Other Weekend (1990),Drama +1349,Mille bolle blu (1993),Comedy +1350,Crows and Sparrows (1949),Drama +1351,Lover's Knot (1996),Comedy +1352,Shadow of Angels (Schatten der Engel) (1976),Drama +1353,1-900 (1994),Romance +1354,Venice/Venice (1992),Drama +1355,Infinity (1996),Drama +1356,Ed's Next Move (1996),Comedy +1357,For the Moment (1994),"Romance, War" +1358,The Deadly Cure (1996),Action +1359,Boys in Venice (1996),Drama +1360,"Sexual Life of the Belgians, The (1994)",Comedy +1361,"Search for One-eye Jimmy, The (1996)",Comedy +1362,American Strays (1996),Action +1363,"Leopard Son, The (1996)",Documentary +1364,Bird of Prey (1996),Action +1365,Johnny 100 Pesos (1993),"Action, Drama" +1366,JLG/JLG - autoportrait de décembre (1994),"Documentary, Drama" +1367,Faust (1994),Animation +1368,Mina Tannenbaum (1994),Drama +1369,"Forbidden Christ, The (Cristo proibito, Il) (1950)",Drama +1370,I Can't Sleep (J'ai pas sommeil) (1994),"Drama, Thriller" +1371,"Machine, The (1994)","Comedy, Horror" +1372,"Stranger, The (1994)",Action +1373,Good Morning (1971),unknown +1374,Falling in Love Again (1980),Comedy +1375,"Cement Garden, The (1993)",Drama +1376,Meet Wally Sparks (1997),Comedy +1377,Hotel de Love (1996),"Comedy, Romance" +1378,Rhyme & Reason (1997),Documentary +1379,Love and Other Catastrophes (1996),Romance +1380,Hollow Reed (1996),Drama +1381,Losing Chase (1996),Drama +1382,"Bonheur, Le (1965)",Drama +1383,"Second Jungle Book: Mowgli & Baloo, The (1997)","Adventure, Children's" +1384,Squeeze (1996),Drama +1385,Roseanna's Grave (For Roseanna) (1997),"Comedy, Romance" +1386,Tetsuo II: Body Hammer (1992),Sci-Fi +1387,Fall (1997),Romance +1388,Gabbeh (1996),Drama +1389,Mondo (1996),Drama +1390,"Innocent Sleep, The (1995)",Crime +1391,For Ever Mozart (1996),Drama +1392,"Locusts, The (1997)",Drama +1393,Stag (1997),"Action, Thriller" +1394,Swept from the Sea (1997),Romance +1395,Hurricane Streets (1998),Drama +1396,Stonewall (1995),Drama +1397,Of Human Bondage (1934),Drama +1398,Anna (1996),Drama +1399,Stranger in the House (1997),Thriller +1400,Picture Bride (1995),"Drama, Romance" +1401,M. Butterfly (1993),Drama +1402,"Ciao, Professore! (1993)",Drama +1403,Caro Diario (Dear Diary) (1994),"Comedy, Drama" +1404,Withnail and I (1987),Comedy +1405,Boy's Life 2 (1997),Drama +1406,When Night Is Falling (1995),"Drama, Romance" +1407,"Specialist, The (1994)",Action +1408,Gordy (1995),Comedy +1409,"Swan Princess, The (1994)","Animation, Children's" +1410,Harlem (1993),Drama +1411,Barbarella (1968),"Adventure, Sci-Fi" +1412,Land Before Time III: The Time of the Great Giving (1995) (V),"Animation, Children's" +1413,Street Fighter (1994),Action +1414,Coldblooded (1995),Action +1415,"Next Karate Kid, The (1994)","Action, Children's" +1416,No Escape (1994),"Action, Sci-Fi" +1417,"Turning, The (1992)",Drama +1418,"Joy Luck Club, The (1993)",Drama +1419,Highlander III: The Sorcerer (1994),"Action, Sci-Fi" +1420,Gilligan's Island: The Movie (1998),Comedy +1421,My Crazy Life (Mi vida loca) (1993),Drama +1422,Suture (1993),"Film-Noir, Thriller" +1423,"Walking Dead, The (1995)","Drama, War" +1424,I Like It Like That (1994),"Comedy, Drama, Romance" +1425,I'll Do Anything (1994),"Comedy, Drama" +1426,Grace of My Heart (1996),"Comedy, Drama" +1427,Drunks (1995),Drama +1428,SubUrbia (1997),Comedy +1429,Sliding Doors (1998),"Drama, Romance" +1430,Ill Gotten Gains (1997),Drama +1431,Legal Deceit (1997),Thriller +1432,"Mighty, The (1998)",Drama +1433,Men of Means (1998),"Action, Drama" +1434,Shooting Fish (1997),Romance +1435,"Steal Big, Steal Little (1995)",Comedy +1436,Mr. Jones (1993),"Drama, Romance" +1437,House Party 3 (1994),Comedy +1438,Panther (1995),Drama +1439,Jason's Lyric (1994),"Crime, Drama" +1440,Above the Rim (1994),Drama +1441,Moonlight and Valentino (1995),"Drama, Romance" +1442,"Scarlet Letter, The (1995)",Drama +1443,8 Seconds (1994),Drama +1444,That Darn Cat! (1965),"Children's, Comedy, Mystery" +1445,Ladybird Ladybird (1994),Drama +1446,"Bye Bye, Love (1995)",Comedy +1447,Century (1993),Drama +1448,My Favorite Season (1993),Drama +1449,Pather Panchali (1955),Drama +1450,Golden Earrings (1947),"Adventure, Romance" +1451,Foreign Correspondent (1940),Thriller +1452,Lady of Burlesque (1943),"Comedy, Mystery" +1453,Angel on My Shoulder (1946),"Crime, Drama" +1454,Angel and the Badman (1947),Western +1455,"Outlaw, The (1943)",Western +1456,Beat the Devil (1954),"Comedy, Drama" +1457,Love Is All There Is (1996),"Comedy, Drama" +1458,"Damsel in Distress, A (1937)","Comedy, Musical, Romance" +1459,Madame Butterfly (1995),Musical +1460,Sleepover (1995),"Comedy, Drama" +1461,Here Comes Cookie (1935),Comedy +1462,"Thieves (Voleurs, Les) (1996)","Crime, Drama, Romance" +1463,"Boys, Les (1997)",Comedy +1464,"Stars Fell on Henrietta, The (1995)",Drama +1465,Last Summer in the Hamptons (1995),"Comedy, Drama" +1466,Margaret's Museum (1995),Drama +1467,"Saint of Fort Washington, The (1993)",Drama +1468,"Cure, The (1995)",Drama +1469,Tom and Huck (1995),"Adventure, Children's" +1470,Gumby: The Movie (1995),"Animation, Children's" +1471,Hideaway (1995),Thriller +1472,"Visitors, The (Visiteurs, Les) (1993)","Comedy, Sci-Fi" +1473,"Little Princess, The (1939)","Children's, Drama" +1474,Nina Takes a Lover (1994),"Comedy, Romance" +1475,Bhaji on the Beach (1993),"Comedy, Drama" +1476,Raw Deal (1948),Film-Noir +1477,Nightwatch (1997),"Horror, Thriller" +1478,Dead Presidents (1995),"Action, Crime, Drama" +1479,Reckless (1995),Comedy +1480,Herbie Rides Again (1974),"Adventure, Children's, Comedy" +1481,S.F.W. (1994),Drama +1482,"Gate of Heavenly Peace, The (1995)",Documentary +1483,"Man in the Iron Mask, The (1998)","Action, Drama, Romance" +1484,"Jerky Boys, The (1994)","Action, Comedy" +1485,"Colonel Chabert, Le (1994)","Drama, Romance, War" +1486,Girl in the Cadillac (1995),Drama +1487,Even Cowgirls Get the Blues (1993),"Comedy, Romance" +1488,Germinal (1993),Drama +1489,Chasers (1994),Comedy +1490,Fausto (1993),Comedy +1491,Tough and Deadly (1995),"Action, Drama, Thriller" +1492,Window to Paris (1994),Comedy +1493,"Modern Affair, A (1995)",Romance +1494,"Mostro, Il (1994)",Comedy +1495,Flirt (1995),Drama +1496,Carpool (1996),"Comedy, Crime" +1497,"Line King: Al Hirschfeld, The (1996)",Documentary +1498,Farmer & Chase (1995),Comedy +1499,Grosse Fatigue (1994),Comedy +1500,Santa with Muscles (1996),Comedy +1501,Prisoner of the Mountains (Kavkazsky Plennik) (1996),War +1502,Naked in New York (1994),"Comedy, Romance" +1503,Gold Diggers: The Secret of Bear Mountain (1995),"Adventure, Children's" +1504,"Bewegte Mann, Der (1994)",Comedy +1505,Killer: A Journal of Murder (1995),"Crime, Drama" +1506,Nelly & Monsieur Arnaud (1995),Drama +1507,Three Lives and Only One Death (1996),Comedy +1508,"Babysitter, The (1995)","Drama, Thriller" +1509,Getting Even with Dad (1994),Comedy +1510,Mad Dog Time (1996),Crime +1511,Children of the Revolution (1996),Comedy +1512,"World of Apu, The (Apur Sansar) (1959)",Drama +1513,Sprung (1997),Comedy +1514,Dream With the Fishes (1997),Drama +1515,Wings of Courage (1995),"Adventure, Romance" +1516,"Wedding Gift, The (1994)",Drama +1517,Race the Sun (1996),Drama +1518,Losing Isaiah (1995),Drama +1519,New Jersey Drive (1995),"Crime, Drama" +1520,"Fear, The (1995)",Horror +1521,Mr. Wonderful (1993),"Comedy, Romance" +1522,Trial by Jury (1994),Thriller +1523,"Good Man in Africa, A (1994)","Action, Adventure" +1524,Kaspar Hauser (1993),Drama +1525,"Object of My Affection, The (1998)","Comedy, Romance" +1526,Witness (1985),"Drama, Romance, Thriller" +1527,Senseless (1998),Comedy +1528,Nowhere (1997),Drama +1529,Underground (1995),War +1530,Jefferson in Paris (1995),Drama +1531,Far From Home: The Adventures of Yellow Dog (1995),"Adventure, Children's" +1532,Foreign Student (1994),Drama +1533,I Don't Want to Talk About It (De eso no se habla) (1993),Drama +1534,Twin Town (1997),"Comedy, Crime" +1535,"Enfer, L' (1994)",Drama +1536,Aiqing wansui (1994),Drama +1537,Cosi (1996),Comedy +1538,All Over Me (1997),Drama +1539,Being Human (1993),Drama +1540,"Amazing Panda Adventure, The (1995)","Adventure, Children's" +1541,"Beans of Egypt, Maine, The (1994)",Drama +1542,"Scarlet Letter, The (1926)",Drama +1543,Johns (1996),Drama +1544,It Takes Two (1995),Comedy +1545,Frankie Starlight (1995),"Drama, Romance" +1546,Shadows (Cienie) (1988),Drama +1547,"Show, The (1995)",Documentary +1548,The Courtyard (1995),"Action, Thriller" +1549,Dream Man (1995),Thriller +1550,Destiny Turns on the Radio (1995),Comedy +1551,"Glass Shield, The (1994)",Drama +1552,"Hunted, The (1995)",Action +1553,"Underneath, The (1995)","Mystery, Thriller" +1554,Safe Passage (1994),Drama +1555,"Secret Adventures of Tom Thumb, The (1993)","Adventure, Children's" +1556,Condition Red (1995),"Action, Drama, Thriller" +1557,Yankee Zulu (1994),"Comedy, Drama" +1558,Aparajito (1956),Drama +1559,Hostile Intentions (1994),"Action, Drama, Thriller" +1560,Clean Slate (Coup de Torchon) (1981),Crime +1561,Tigrero: A Film That Was Never Made (1994),"Documentary, Drama" +1562,"Eye of Vichy, The (Oeil de Vichy, L') (1993)",Documentary +1563,"Promise, The (Versprechen, Das) (1994)",Romance +1564,To Cross the Rubicon (1991),Drama +1565,Daens (1992),Drama +1566,"Man from Down Under, The (1943)",Drama +1567,Careful (1992),Comedy +1568,Vermont Is For Lovers (1992),"Comedy, Romance" +1569,"Vie est belle, La (Life is Rosey) (1987)","Comedy, Drama" +1570,Quartier Mozart (1992),Comedy +1571,Touki Bouki (Journey of the Hyena) (1973),Drama +1572,Wend Kuuni (God's Gift) (1982),Drama +1573,Spirits of the Dead (Tre passi nel delirio) (1968),Horror +1574,Pharaoh's Army (1995),War +1575,"I, Worst of All (Yo, la peor de todas) (1990)",Drama +1576,"Hungarian Fairy Tale, A (1987)",Fantasy +1577,"Death in the Garden (Mort en ce jardin, La) (1956)",Drama +1578,"Collectionneuse, La (1967)",Drama +1579,Baton Rouge (1988),Thriller +1580,Liebelei (1933),Romance +1581,"Woman in Question, The (1950)",Mystery +1582,T-Men (1947),Film-Noir +1583,"Invitation, The (Zaproszenie) (1986)",Drama +1584,"Symphonie pastorale, La (1946)",Drama +1585,American Dream (1990),Documentary +1586,Lashou shentan (1992),"Action, Crime, Drama" +1587,Terror in a Texas Town (1958),Western +1588,Salut cousin! (1996),"Comedy, Drama" +1589,Schizopolis (1996),Comedy +1590,"To Have, or Not (1995)",Drama +1591,Duoluo tianshi (1995),Drama +1592,"Magic Hour, The (1998)",Drama +1593,Death in Brunswick (1991),Comedy +1594,Everest (1998),Documentary +1595,Shopping (1994),"Action, Thriller" +1596,Nemesis 2: Nebula (1995),"Action, Sci-Fi, Thriller" +1597,Romper Stomper (1992),"Action, Drama" +1598,City of Industry (1997),"Crime, Thriller" +1599,Someone Else's America (1995),Drama +1600,Guantanamera (1994),Comedy +1601,Office Killer (1997),Thriller +1602,"Price Above Rubies, A (1998)",Drama +1603,Angela (1995),Drama +1604,He Walked by Night (1948),"Crime, Film-Noir, Thriller" +1605,Love Serenade (1996),Comedy +1606,Deceiver (1997),Crime +1607,Hurricane Streets (1998),Drama +1608,Buddy (1997),"Adventure, Children's, Drama" +1609,B*A*P*S (1997),Comedy +1610,"Truth or Consequences, N.M. (1997)","Action, Crime, Romance" +1611,Intimate Relations (1996),Comedy +1612,"Leading Man, The (1996)",Romance +1613,Tokyo Fist (1995),"Action, Drama" +1614,"Reluctant Debutante, The (1958)","Comedy, Drama" +1615,Warriors of Virtue (1997),"Action, Adventure, Children's, Fantasy" +1616,Desert Winds (1995),Drama +1617,Hugo Pool (1997),Romance +1618,King of New York (1990),"Action, Crime" +1619,All Things Fair (1996),Drama +1620,"Sixth Man, The (1997)",Comedy +1621,Butterfly Kiss (1995),Thriller +1622,"Paris, France (1993)",Comedy +1623,"Cérémonie, La (1995)",Drama +1624,Hush (1998),Thriller +1625,Nightwatch (1997),"Horror, Thriller" +1626,Nobody Loves Me (Keiner liebt mich) (1994),"Comedy, Drama" +1627,"Wife, The (1995)","Comedy, Drama" +1628,Lamerica (1994),Drama +1629,Nico Icon (1995),Documentary +1630,"Silence of the Palace, The (Saimt el Qusur) (1994)",Drama +1631,"Slingshot, The (1993)","Comedy, Drama" +1632,Land and Freedom (Tierra y libertad) (1995),War +1633,à köldum klaka (Cold Fever) (1994),"Comedy, Drama" +1634,Etz Hadomim Tafus (Under the Domin Tree) (1994),Drama +1635,Two Friends (1986) ,Drama +1636,Brothers in Trouble (1995),Drama +1637,Girls Town (1996),Drama +1638,Normal Life (1996),"Crime, Drama" +1639,Bitter Sugar (Azucar Amargo) (1996),Drama +1640,"Eighth Day, The (1996)",Drama +1641,Dadetown (1995),Documentary +1642,Some Mother's Son (1996),Drama +1643,Angel Baby (1995),Drama +1644,Sudden Manhattan (1996),Comedy +1645,"Butcher Boy, The (1998)",Drama +1646,Men With Guns (1997),"Action, Drama" +1647,Hana-bi (1997),"Comedy, Crime, Drama" +1648,"Niagara, Niagara (1997)",Drama +1649,"Big One, The (1997)","Comedy, Documentary" +1650,"Butcher Boy, The (1998)",Drama +1651,"Spanish Prisoner, The (1997)","Drama, Thriller" +1652,Temptress Moon (Feng Yue) (1996),Romance +1653,Entertaining Angels: The Dorothy Day Story (1996),Drama +1654,Chairman of the Board (1998),Comedy +1655,"Favor, The (1994)","Comedy, Romance" +1656,Little City (1998),"Comedy, Romance" +1657,Target (1995),"Action, Drama" +1658,"Substance of Fire, The (1996)",Drama +1659,Getting Away With Murder (1996),Comedy +1660,Small Faces (1995),Drama +1661,"New Age, The (1994)",Drama +1662,Rough Magic (1995),"Drama, Romance" +1663,Nothing Personal (1995),"Drama, War" +1664,8 Heads in a Duffel Bag (1997),Comedy +1665,"Brother's Kiss, A (1997)",Drama +1666,Ripe (1996),Drama +1667,"Next Step, The (1995)",Drama +1668,Wedding Bell Blues (1996),Comedy +1669,MURDER and murder (1996),"Crime, Drama, Mystery" +1670,Tainted (1998),"Comedy, Thriller" +1671,"Further Gesture, A (1996)",Drama +1672,Kika (1993),Drama +1673,Mirage (1995),"Action, Thriller" +1674,Mamma Roma (1962),Drama +1675,"Sunchaser, The (1996)",Drama +1676,"War at Home, The (1996)",Drama +1677,Sweet Nothing (1995),Drama +1678,Mat' i syn (1997),Drama +1679,B. Monkey (1998),"Romance, Thriller" +1680,Sliding Doors (1998),"Drama, Romance" +1681,You So Crazy (1994),Comedy +1682,Scream of Stone (Schrei aus Stein) (1991),Drama diff --git a/Datasets/ml-100k/test.csv b/Datasets/ml-100k/test.csv new file mode 100644 index 0000000..d54d94c --- /dev/null +++ b/Datasets/ml-100k/test.csv @@ -0,0 +1,20000 @@ +758 76 3 881977265 +358 268 3 891269077 +772 321 5 877533625 +683 347 4 893286208 +312 611 5 891698764 +796 274 5 893047167 +23 215 2 874787116 +22 554 1 878888066 +711 214 4 879993871 +177 527 4 880130898 +371 435 3 877487751 +91 136 4 891438909 +141 121 4 884585071 +551 570 4 892785264 +916 89 5 880844241 +343 963 5 876404880 +932 495 5 891251105 +904 724 4 879735616 +417 234 4 879646965 +713 310 4 888882133 +648 629 4 882213596 +586 541 3 884063080 +535 268 3 879617199 +56 483 4 892682889 +576 324 2 887168978 +529 309 3 882535353 +555 1054 3 879964335 +389 1121 4 879991485 +82 191 4 878769748 +327 201 5 887820828 +505 243 2 888631415 +788 591 3 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(1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?I.Q.%20(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +50|Star Wars (1977)|01-Jan-1977||http://us.imdb.com/M/title-exact?Star%20Wars%20(1977)|0|1|1|0|0|0|0|0|0|0|0|0|0|0|1|1|0|1|0 +51|Legends of the Fall (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Legends%20of%20the%20Fall%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|1|1 +52|Madness of King George, The (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Madness%20of%20King%20George,%20The%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +53|Natural Born Killers (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Natural%20Born%20Killers%20(1994)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +54|Outbreak (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Outbreak%20(1995)|0|1|0|0|0|0|0|0|1|0|0|0|0|0|0|0|1|0|0 +55|Professional, The (1994)|01-Jan-1994||http://us.imdb.com/Title?L%E9on+(1994)|0|0|0|0|0|0|1|0|1|0|0|0|0|0|1|0|1|0|0 +56|Pulp Fiction (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Pulp%20Fiction%20(1994)|0|0|0|0|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0 +57|Priest (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Priest%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +58|Quiz Show (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Quiz%20Show%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +59|Three Colors: Red (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Trzy%20kolory:%20Czerwony%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +60|Three Colors: Blue (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Trzy%20kolory:%20Niebieski%20(1993)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +61|Three Colors: White (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Trzy%20kolory:%20Bialy%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +62|Stargate (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Stargate%20(1994)|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0 +63|Santa Clause, The (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Santa%20Clause,%20The%20(1994)|0|0|0|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +64|Shawshank Redemption, The (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Shawshank%20Redemption,%20The%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +65|What's Eating Gilbert Grape (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?What's%20Eating%20Gilbert%20Grape%20(1993)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +66|While You Were Sleeping (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?While%20You%20Were%20Sleeping%20(1995)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +67|Ace Ventura: Pet Detective (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Ace%20Ventura:%20Pet%20Detective%20(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +68|Crow, The (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Crow,%20The%20(1994)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|1|0|1|0|0 +69|Forrest Gump (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Forrest%20Gump%20(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|1|0 +70|Four Weddings and a Funeral (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Four%20Weddings%20and%20a%20Funeral%20(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +71|Lion King, The (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Lion%20King,%20The%20(1994)|0|0|0|1|1|0|0|0|0|0|0|0|1|0|0|0|0|0|0 +72|Mask, The (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Mask,%20The%20(1994)|0|0|0|0|0|1|1|0|0|1|0|0|0|0|0|0|0|0|0 +73|Maverick (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Maverick%20(1994)|0|1|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|1 +74|Faster Pussycat! Kill! Kill! (1965)|01-Jan-1965||http://us.imdb.com/M/title-exact?Faster%20Pussycat!%20Kill!%20Kill!%20(1965)|0|1|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +75|Brother Minister: The Assassination of Malcolm X (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Brother%20Minister:%20The%20Assassination%20of%20Malcolm%20X%20(1994)|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0 +76|Carlito's Way (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Carlito's%20Way%20(1993)|0|0|0|0|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0 +77|Firm, The (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Firm,%20The%20(1993)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|1|0|0 +78|Free Willy (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Free%20Willy%20(1993)|0|0|1|0|1|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +79|Fugitive, The (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Fugitive,%20The%20(1993)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +80|Hot Shots! Part Deux (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Hot%20Shots!%20Part%20Deux%20(1993)|0|1|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|1|0 +81|Hudsucker Proxy, The (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Hudsucker%20Proxy,%20The%20(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +82|Jurassic Park (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Jurassic%20Park%20(1993)|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0 +83|Much Ado About Nothing (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Much%20Ado%20About%20Nothing%20(1993)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +84|Robert A. Heinlein's The Puppet Masters (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Robert%20A.%20Heinlein's%20The%20Puppet%20Masters%20(1994)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|1|0|0|0 +85|Ref, The (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Ref,%20The%20(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +86|Remains of the Day, The (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Remains%20of%20the%20Day,%20The%20(1993)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +87|Searching for Bobby Fischer (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Searching%20for%20Bobby%20Fischer%20(1993)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +88|Sleepless in Seattle (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Sleepless%20in%20Seattle%20(1993)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +89|Blade Runner (1982)|01-Jan-1982||http://us.imdb.com/M/title-exact?Blade%20Runner%20(1982)|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|1|0|0|0 +90|So I Married an Axe Murderer (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?So%20I%20Married%20an%20Axe%20Murderer%20(1993)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|1|0|0 +91|Nightmare Before Christmas, The (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Nightmare%20Before%20Christmas,%20The%20(1993)|0|0|0|0|1|1|0|0|0|0|0|0|1|0|0|0|0|0|0 +92|True Romance (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?True%20Romance%20(1993)|0|1|0|0|0|0|1|0|0|0|0|0|0|0|1|0|0|0|0 +93|Welcome to the Dollhouse (1995)|24-May-1996||http://us.imdb.com/Title?Welcome+to+the+Dollhouse+(1995)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +94|Home Alone (1990)|01-Jan-1990||http://us.imdb.com/M/title-exact?Home%20Alone%20(1990)|0|0|0|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +95|Aladdin (1992)|01-Jan-1992||http://us.imdb.com/M/title-exact?Aladdin%20(1992)|0|0|0|1|1|1|0|0|0|0|0|0|1|0|0|0|0|0|0 +96|Terminator 2: Judgment Day (1991)|01-Jan-1991||http://us.imdb.com/M/title-exact?Terminator%202:%20Judgment%20Day%20(1991)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|1|1|0|0 +97|Dances with Wolves (1990)|01-Jan-1990||http://us.imdb.com/M/title-exact?Dances%20with%20Wolves%20(1990)|0|0|1|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|1 +98|Silence of the Lambs, The (1991)|01-Jan-1991||http://us.imdb.com/M/title-exact?Silence%20of%20the%20Lambs,%20The%20(1991)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|1|0|0 +99|Snow White and the Seven Dwarfs (1937)|01-Jan-1937||http://us.imdb.com/M/title-exact?Snow%20White%20and%20the%20Seven%20Dwarfs%20(1937)|0|0|0|1|1|0|0|0|0|0|0|0|1|0|0|0|0|0|0 +100|Fargo (1996)|14-Feb-1997||http://us.imdb.com/M/title-exact?Fargo%20(1996)|0|0|0|0|0|0|1|0|1|0|0|0|0|0|0|0|1|0|0 +101|Heavy Metal (1981)|08-Mar-1981||http://us.imdb.com/M/title-exact?Heavy%20Metal%20(1981)|0|1|1|1|0|0|0|0|0|0|0|1|0|0|0|1|0|0|0 +102|Aristocats, The (1970)|01-Jan-1970||http://us.imdb.com/M/title-exact?Aristocats,%20The%20(1970)|0|0|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +103|All Dogs Go to Heaven 2 (1996)|29-Mar-1996||http://us.imdb.com/M/title-exact?All%20Dogs%20Go%20to%20Heaven%202%20(1996)|0|0|0|1|1|0|0|0|0|0|0|0|1|0|0|0|0|0|0 +104|Theodore Rex (1995)|29-Mar-1996||http://us.imdb.com/M/title-exact?Theodore%20Rex%20(1995)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +105|Sgt. Bilko (1996)|29-Mar-1996||http://us.imdb.com/M/title-exact?Sgt.%20Bilko%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +106|Diabolique (1996)|01-Jan-1996||http://us.imdb.com/M/title-exact?Diabolique%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|1|0|0 +107|Moll Flanders (1996)|14-Jun-1996||http://us.imdb.com/M/title-exact?Moll%20Flanders%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +108|Kids in the Hall: Brain Candy (1996)|12-Apr-1996||http://us.imdb.com/M/title-exact?Kids%20in%20the%20Hall:%20Brain%20Candy%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +109|Mystery Science Theater 3000: The Movie (1996)|19-Apr-1996||http://us.imdb.com/M/title-exact?Mystery%20Science%20Theater%203000:%20The%20Movie%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|1|0|0|0 +110|Operation Dumbo Drop (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Operation%20Dumbo%20Drop%20(1995)|0|1|1|0|0|1|0|0|0|0|0|0|0|0|0|0|0|1|0 +111|Truth About Cats & Dogs, The (1996)|26-Apr-1996||http://us.imdb.com/M/title-exact?Truth%20About%20Cats%20&%20Dogs,%20The%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +112|Flipper (1996)|10-May-1996||http://us.imdb.com/M/title-exact?Flipper%20(1996)|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +113|Horseman on the Roof, The (Hussard sur le toit, Le) (1995)|19-Apr-1996||http://us.imdb.com/M/title-exact?Hussard%20sur%20le%20toit,%20Le%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +114|Wallace & Gromit: The Best of Aardman Animation (1996)|05-Apr-1996||http://us.imdb.com/Title?Wallace+%26+Gromit%3A+The+Best+of+Aardman+Animation+(1996)|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +115|Haunted World of Edward D. Wood Jr., The (1995)|26-Apr-1996||http://us.imdb.com/Title?Haunted+World+of+Edward+D.+Wood+Jr.,+The+(1995)|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0 +116|Cold Comfort Farm (1995)|23-Apr-1996||http://us.imdb.com/M/title-exact?Cold%20Comfort%20Farm%20(1995)%20(TV)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +117|Rock, The (1996)|07-Jun-1996||http://us.imdb.com/M/title-exact?Rock,%20The%20(1996)|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +118|Twister (1996)|10-May-1996||http://us.imdb.com/M/title-exact?Twister%20(1996)|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +119|Maya Lin: A Strong Clear Vision (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Maya%20Lin:%20A%20Strong%20Clear%20Vision%20(1994)|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0 +120|Striptease (1996)|28-Jun-1996||http://us.imdb.com/M/title-exact?Striptease%20(1996)|0|0|0|0|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0 +121|Independence Day (ID4) (1996)|03-Jul-1996||http://us.imdb.com/M/title-exact?Independence%20Day%20(1996)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|1|0 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(1996)|04-Oct-1996||http://us.imdb.com/M/title-exact?Bound%20(1996)|0|0|0|0|0|0|1|0|1|0|0|0|0|0|1|0|1|0|0 +130|Kansas City (1996)|16-Aug-1996||http://us.imdb.com/M/title-exact?Kansas%20City%20(1996)|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0 +131|Breakfast at Tiffany's (1961)|01-Jan-1961||http://us.imdb.com/M/title-exact?Breakfast%20at%20Tiffany's%20(1961)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +132|Wizard of Oz, The (1939)|01-Jan-1939||http://us.imdb.com/M/title-exact?Wizard%20of%20Oz,%20The%20(1939)|0|0|1|0|1|0|0|0|1|0|0|0|1|0|0|0|0|0|0 +133|Gone with the Wind (1939)|01-Jan-1939||http://us.imdb.com/M/title-exact?Gone%20with%20the%20Wind%20(1939)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|1|0 +134|Citizen Kane (1941)|01-Jan-1941||http://us.imdb.com/M/title-exact?Citizen%20Kane%20(1941)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +135|2001: A Space Odyssey (1968)|01-Jan-1968||http://us.imdb.com/M/title-exact?2001:%20A%20Space%20Odyssey%20(1968)|0|0|0|0|0|0|0|0|1|0|0|0|0|1|0|1|1|0|0 +136|Mr. Smith Goes to Washington (1939)|01-Jan-1939||http://us.imdb.com/M/title-exact?Mr.%20Smith%20Goes%20to%20Washington%20(1939)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +137|Big Night (1996)|20-Sep-1996||http://us.imdb.com/M/title-exact?Big%20Night%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +138|D3: The Mighty Ducks (1996)|04-Oct-1996||http://us.imdb.com/M/title-exact?D3:%20The%20Mighty%20Ducks%20(1996)|0|0|0|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +139|Love Bug, The (1969)|01-Jan-1969||http://us.imdb.com/M/title-exact?Love%20Bug,%20The%20(1969)|0|0|0|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +140|Homeward Bound: The Incredible Journey (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Homeward%20Bound:%20The%20Incredible%20Journey%20(1993)|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +141|20,000 Leagues Under the Sea (1954)|01-Jan-1954||http://us.imdb.com/M/title-exact?20,000%20Leagues%20Under%20the%20Sea%20(1954)|0|0|1|0|1|0|0|0|0|1|0|0|0|0|0|1|0|0|0 +142|Bedknobs and Broomsticks (1971)|01-Jan-1971||http://us.imdb.com/M/title-exact?Bedknobs%20and%20Broomsticks%20(1971)|0|0|1|0|1|0|0|0|0|0|0|0|1|0|0|0|0|0|0 +143|Sound of Music, The (1965)|01-Jan-1965||http://us.imdb.com/M/title-exact?Sound%20of%20Music,%20The%20(1965)|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0 +144|Die Hard (1988)|01-Jan-1988||http://us.imdb.com/M/title-exact?Die%20Hard%20(1988)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +145|Lawnmower Man, The (1992)|01-Jan-1992||http://us.imdb.com/M/title-exact?Lawnmower%20Man,%20The%20(1992)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|1|1|0|0 +146|Unhook the Stars (1996)|30-Oct-1996||http://us.imdb.com/M/title-exact?Unhook%20the%20Stars%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +147|Long Kiss Goodnight, The (1996)|05-Oct-1996||http://us.imdb.com/M/title-exact?Long%20Kiss%20Goodnight,%20The%20(1996)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +148|Ghost and the Darkness, The (1996)|11-Oct-1996||http://us.imdb.com/M/title-exact?Ghost%20and%20the%20Darkness,%20The%20(1996)|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +149|Jude (1996)|01-Nov-1996||http://us.imdb.com/M/title-exact?Jude%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +150|Swingers (1996)|18-Oct-1996||http://us.imdb.com/M/title-exact?Swingers%20(1996)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +151|Willy Wonka and the Chocolate Factory (1971)|01-Jan-1971||http://us.imdb.com/M/title-exact?Willy%20Wonka%20and%20the%20Chocolate%20Factory%20(1971)|0|0|1|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +152|Sleeper (1973)|01-Jan-1973||http://us.imdb.com/M/title-exact?Sleeper%20(1973)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|1|0|0|0 +153|Fish Called Wanda, A (1988)|01-Jan-1988||http://us.imdb.com/M/title-exact?Fish%20Called%20Wanda,%20A%20(1988)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +154|Monty Python's Life of Brian (1979)|01-Jan-1979||http://us.imdb.com/M/title-exact?Life%20of%20Brian%20(1979)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +155|Dirty Dancing (1987)|01-Jan-1987||http://us.imdb.com/M/title-exact?Dirty%20Dancing%20(1987)|0|0|0|0|0|0|0|0|0|0|0|0|1|0|1|0|0|0|0 +156|Reservoir Dogs (1992)|01-Jan-1992||http://us.imdb.com/M/title-exact?Reservoir%20Dogs%20(1992)|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|1|0|0 +157|Platoon (1986)|01-Jan-1986||http://us.imdb.com/M/title-exact?Platoon%20(1986)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0 +158|Weekend at Bernie's (1989)|01-Jan-1989||http://us.imdb.com/M/title-exact?Weekend%20at%20Bernie's%20(1989)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +159|Basic Instinct (1992)|01-Jan-1992||http://us.imdb.com/M/title-exact?Basic%20Instinct%20(1992)|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|1|0|0 +160|Glengarry Glen Ross (1992)|01-Jan-1992||http://us.imdb.com/M/title-exact?Glengarry%20Glen%20Ross%20(1992)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +161|Top Gun (1986)|01-Jan-1986||http://us.imdb.com/M/title-exact?Top%20Gun%20(1986)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0 +162|On Golden Pond (1981)|01-Jan-1981||http://us.imdb.com/M/title-exact?On%20Golden%20Pond%20(1981)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +163|Return of the Pink Panther, The (1974)|01-Jan-1974||http://us.imdb.com/M/title-exact?Return%20of%20the%20Pink%20Panther,%20The%20(1974)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +164|Abyss, The (1989)|01-Jan-1989||http://us.imdb.com/M/title-exact?Abyss,%20The%20(1989)|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|1|1|0|0 +165|Jean de Florette (1986)|01-Jan-1986||http://us.imdb.com/M/title-exact?Jean%20de%20Florette%20(1986)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +166|Manon of the Spring (Manon des sources) (1986)|01-Jan-1986||http://us.imdb.com/M/title-exact?Manon%20des%20sources%20(1986)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +167|Private Benjamin (1980)|01-Jan-1980||http://us.imdb.com/M/title-exact?Private%20Benjamin%20(1980)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +168|Monty Python and the Holy Grail (1974)|01-Jan-1974||http://us.imdb.com/M/title-exact?Monty%20Python%20and%20the%20Holy%20Grail%20(1974)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +169|Wrong Trousers, The (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Wrong%20Trousers,%20The%20(1993)|0|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +170|Cinema Paradiso (1988)|01-Jan-1988||http://us.imdb.com/M/title-exact?Nuovo%20cinema%20Paradiso%20(1988)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|1|0|0|0|0 +171|Delicatessen (1991)|01-Jan-1991||http://us.imdb.com/M/title-exact?Delicatessen%20(1991)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|1|0|0|0 +172|Empire Strikes Back, The (1980)|01-Jan-1980||http://us.imdb.com/M/title-exact?Empire%20Strikes%20Back,%20The%20(1980)|0|1|1|0|0|0|0|0|1|0|0|0|0|0|1|1|0|1|0 +173|Princess Bride, The (1987)|01-Jan-1987||http://us.imdb.com/M/title-exact?Princess%20Bride,%20The%20(1987)|0|1|1|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +174|Raiders of the Lost Ark (1981)|01-Jan-1981||http://us.imdb.com/M/title-exact?Raiders%20of%20the%20Lost%20Ark%20(1981)|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +175|Brazil (1985)|01-Jan-1985||http://us.imdb.com/M/title-exact?Brazil%20(1985)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0 +176|Aliens (1986)|01-Jan-1986||http://us.imdb.com/M/title-exact?Aliens%20(1986)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|1|1|1|0 +177|Good, The Bad and The Ugly, The (1966)|01-Jan-1966||http://us.imdb.com/M/title-exact?Buono,%20il%20brutto,%20il%20cattivo,%20Il%20(1966)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1 +178|12 Angry Men (1957)|01-Jan-1957||http://us.imdb.com/M/title-exact?12%20Angry%20Men%20(1957)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +179|Clockwork Orange, A (1971)|01-Jan-1971||http://us.imdb.com/M/title-exact?Clockwork%20Orange,%20A%20(1971)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0 +180|Apocalypse Now (1979)|01-Jan-1979||http://us.imdb.com/M/title-exact?Apocalypse%20Now%20(1979)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0 +181|Return of the Jedi (1983)|14-Mar-1997||http://us.imdb.com/M/title-exact?Return%20of%20the%20Jedi%20(1983)|0|1|1|0|0|0|0|0|0|0|0|0|0|0|1|1|0|1|0 +182|GoodFellas (1990)|01-Jan-1990||http://us.imdb.com/M/title-exact?GoodFellas%20(1990)|0|0|0|0|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0 +183|Alien (1979)|01-Jan-1979||http://us.imdb.com/M/title-exact?Alien%20(1979)|0|1|0|0|0|0|0|0|0|0|0|1|0|0|0|1|1|0|0 +184|Army of Darkness (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Army%20of%20Darkness%20(1993)|0|1|1|0|0|1|0|0|0|0|0|1|0|0|0|1|0|0|0 +185|Psycho (1960)|01-Jan-1960||http://us.imdb.com/M/title-exact?Psycho%20(1960)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|1|0|1|0|0 +186|Blues Brothers, The (1980)|01-Jan-1980||http://us.imdb.com/M/title-exact?Blues%20Brothers,%20The%20(1980)|0|1|0|0|0|1|0|0|0|0|0|0|1|0|0|0|0|0|0 +187|Godfather: Part II, The (1974)|01-Jan-1974||http://us.imdb.com/M/title-exact?Godfather:%20Part%20II,%20The%20(1974)|0|1|0|0|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0 +188|Full Metal Jacket (1987)|01-Jan-1987||http://us.imdb.com/M/title-exact?Full%20Metal%20Jacket%20(1987)|0|1|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0 +189|Grand Day Out, A (1992)|01-Jan-1992||http://us.imdb.com/M/title-exact?Grand%20Day%20Out,%20A%20(1992)|0|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +190|Henry V (1989)|01-Jan-1989||http://us.imdb.com/M/title-exact?Henry%20V%20(1989)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0 +191|Amadeus (1984)|01-Jan-1984||http://us.imdb.com/M/title-exact?Amadeus%20(1984)|0|0|0|0|0|0|0|0|1|0|0|0|0|1|0|0|0|0|0 +192|Raging Bull (1980)|01-Jan-1980||http://us.imdb.com/M/title-exact?Raging%20Bull%20(1980)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +193|Right Stuff, The (1983)|01-Jan-1983||http://us.imdb.com/M/title-exact?Right%20Stuff,%20The%20(1983)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +194|Sting, The (1973)|01-Jan-1973||http://us.imdb.com/M/title-exact?Sting,%20The%20(1973)|0|0|0|0|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0 +195|Terminator, The (1984)|01-Jan-1984||http://us.imdb.com/M/title-exact?Terminator,%20The%20(1984)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|1|1|0|0 +196|Dead Poets Society (1989)|01-Jan-1989||http://us.imdb.com/M/title-exact?Dead%20Poets%20Society%20(1989)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +197|Graduate, The (1967)|01-Jan-1967||http://us.imdb.com/M/title-exact?Graduate,%20The%20(1967)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +198|Nikita (La Femme Nikita) (1990)|01-Jan-1990||http://us.imdb.com/M/title-exact?Nikita%20(1990)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +199|Bridge on the River Kwai, The (1957)|01-Jan-1957||http://us.imdb.com/M/title-exact?Bridge%20on%20the%20River%20Kwai,%20The%20(1957)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0 +200|Shining, The (1980)|01-Jan-1980||http://us.imdb.com/M/title-exact?Shining,%20The%20(1980)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0 +201|Evil Dead II (1987)|01-Jan-1987||http://us.imdb.com/M/title-exact?Evil%20Dead%20II%20(1987)|0|1|1|0|0|1|0|0|0|0|0|1|0|0|0|0|0|0|0 +202|Groundhog Day (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Groundhog%20Day%20(1993)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +203|Unforgiven (1992)|01-Jan-1992||http://us.imdb.com/M/title-exact?Unforgiven%20(1992)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1 +204|Back to the Future (1985)|01-Jan-1985||http://us.imdb.com/M/title-exact?Back%20to%20the%20Future%20(1985)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|1|0|0|0 +205|Patton (1970)|01-Jan-1970||http://us.imdb.com/M/title-exact?Patton%20(1970)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0 +206|Akira (1988)|01-Jan-1988||http://us.imdb.com/M/title-exact?Akira%20(1988)|0|0|1|1|0|0|0|0|0|0|0|0|0|0|0|1|1|0|0 +207|Cyrano de Bergerac (1990)|01-Jan-1990||http://us.imdb.com/M/title-exact?Cyrano%20de%20Bergerac%20(1990)|0|1|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +208|Young Frankenstein (1974)|01-Jan-1974||http://us.imdb.com/M/title-exact?Young%20Frankenstein%20(1974)|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0|0|0|0 +209|This Is Spinal Tap (1984)|01-Jan-1984||http://us.imdb.com/M/title-exact?This%20Is%20Spinal%20Tap%20(1984)|0|0|0|0|0|1|0|0|1|0|0|0|1|0|0|0|0|0|0 +210|Indiana Jones and the Last Crusade (1989)|01-Jan-1989||http://us.imdb.com/M/title-exact?Indiana%20Jones%20and%20the%20Last%20Crusade%20(1989)|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +211|M*A*S*H (1970)|01-Jan-1970||http://us.imdb.com/M/title-exact?MASH%20(1970)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|1|0 +212|Unbearable Lightness of Being, The (1988)|01-Jan-1988||http://us.imdb.com/M/title-exact?Unbearable%20Lightness%20of%20Being,%20The%20(1988)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +213|Room with a View, A (1986)|01-Jan-1986||http://us.imdb.com/M/title-exact?Room%20with%20a%20View,%20A%20(1986)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +214|Pink Floyd - The Wall (1982)|01-Jan-1982||http://us.imdb.com/M/title-exact?Pink%20Floyd%20-%20The%20Wall%20(1982)|0|0|0|0|0|0|0|0|1|0|0|0|1|0|0|0|0|1|0 +215|Field of Dreams (1989)|01-Jan-1989||http://us.imdb.com/M/title-exact?Field%20of%20Dreams%20(1989)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +216|When Harry Met Sally... (1989)|01-Jan-1989||http://us.imdb.com/M/title-exact?When%20Harry%20Met%20Sally...%20(1989)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +217|Bram Stoker's Dracula (1992)|01-Jan-1992||http://us.imdb.com/M/title-exact?Bram%20Stoker's%20Dracula%20(1992)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|1|0|0|0|0 +218|Cape Fear (1991)|01-Jan-1991||http://us.imdb.com/M/title-exact?Cape%20Fear%20(1991)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +219|Nightmare on Elm Street, A (1984)|01-Jan-1984||http://us.imdb.com/M/title-exact?Nightmare%20on%20Elm%20Street,%20A%20(1984)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0 +220|Mirror Has Two Faces, The (1996)|15-Nov-1996||http://us.imdb.com/M/title-exact?Mirror%20Has%20Two%20Faces,%20The%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +221|Breaking the Waves (1996)|15-Nov-1996||http://us.imdb.com/M/title-exact?Breaking%20the%20Waves%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +222|Star Trek: First Contact (1996)|22-Nov-1996||http://us.imdb.com/M/title-exact?Star%20Trek:%20First%20Contact%20(1996)|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0 +223|Sling Blade (1996)|22-Nov-1996||http://us.imdb.com/M/title-exact?Sling%20Blade%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|1|0|0 +224|Ridicule (1996)|27-Nov-1996||http://us.imdb.com/M/title-exact?Ridicule%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +225|101 Dalmatians (1996)|27-Nov-1996||http://us.imdb.com/M/title-exact?101%20Dalmatians%20(1996)|0|0|0|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +226|Die Hard 2 (1990)|01-Jan-1990||http://us.imdb.com/M/title-exact?Die%20Hard%202%20(1990)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +227|Star Trek VI: The Undiscovered Country (1991)|01-Jan-1991||http://us.imdb.com/M/title-exact?Star%20Trek%20VI:%20The%20Undiscovered%20Country%20(1991)|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0 +228|Star Trek: The Wrath of Khan (1982)|01-Jan-1982||http://us.imdb.com/M/title-exact?Star%20Trek:%20The%20Wrath%20of%20Khan%20(1982)|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0 +229|Star Trek III: The Search for Spock (1984)|01-Jan-1984||http://us.imdb.com/M/title-exact?Star%20Trek%20III:%20The%20Search%20for%20Spock%20(1984)|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0 +230|Star Trek IV: The Voyage Home (1986)|01-Jan-1986||http://us.imdb.com/M/title-exact?Star%20Trek%20IV:%20The%20Voyage%20Home%20(1986)|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0 +231|Batman Returns (1992)|01-Jan-1992||http://us.imdb.com/M/title-exact?Batman%20Returns%20(1992)|0|1|1|0|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0 +232|Young Guns (1988)|01-Jan-1988||http://us.imdb.com/M/title-exact?Young%20Guns%20(1988)|0|1|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|1 +233|Under Siege (1992)|01-Jan-1992||http://us.imdb.com/M/title-exact?Under%20Siege%20(1992)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +234|Jaws (1975)|01-Jan-1975||http://us.imdb.com/M/title-exact?Jaws%20(1975)|0|1|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0 +235|Mars Attacks! (1996)|13-Dec-1996||http://us.imdb.com/M/title-exact?Mars%20Attacks!%20(1996)|0|1|0|0|0|1|0|0|0|0|0|0|0|0|0|1|0|1|0 +236|Citizen Ruth (1996)|13-Dec-1996||http://us.imdb.com/M/title-exact?Citizen%20Ruth%20(1996)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +237|Jerry Maguire (1996)|13-Dec-1996||http://us.imdb.com/M/title-exact?Jerry%20Maguire%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +238|Raising Arizona (1987)|01-Jan-1987||http://us.imdb.com/M/title-exact?Raising%20Arizona%20(1987)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +239|Sneakers (1992)|01-Jan-1992||http://us.imdb.com/M/title-exact?Sneakers%20(1992)|0|0|0|0|0|0|1|0|1|0|0|0|0|0|0|1|0|0|0 +240|Beavis and Butt-head Do America (1996)|20-Dec-1996||http://us.imdb.com/M/title-exact?Beavis%20and%20Butt-head%20Do%20America%20(1996)|0|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +241|Last of the Mohicans, The (1992)|01-Jan-1992||http://us.imdb.com/M/title-exact?Last%20of%20the%20Mohicans,%20The%20(1992)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|1|0 +242|Kolya (1996)|24-Jan-1997||http://us.imdb.com/M/title-exact?Kolya%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +243|Jungle2Jungle (1997)|07-Mar-1997||http://us.imdb.com/M/title-exact?Jungle2Jungle%20(1997)|0|0|0|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +244|Smilla's Sense of Snow (1997)|14-Mar-1997||http://us.imdb.com/M/title-exact?Smilla%27s%20Sense%20of%20Snow%20(1997)|0|1|0|0|0|0|0|0|1|0|0|0|0|0|0|0|1|0|0 +245|Devil's Own, The (1997)|26-Mar-1997||http://us.imdb.com/M/title-exact?Devil%27s%20Own%2C%20The%20(1997)|0|1|0|0|0|0|0|0|1|0|0|0|0|0|0|0|1|1|0 +246|Chasing Amy (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Chasing+Amy+(1997)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +247|Turbo: A Power Rangers Movie (1997)|28-Mar-1997||http://us.imdb.com/M/title-exact?Turbo%3A%20A%20Power%20Rangers%20Movie%20%281997%29|0|1|1|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +248|Grosse Pointe Blank (1997)|11-Apr-1997||http://us.imdb.com/M/title-exact?Grosse%20Pointe%20Blank%20%281997%29|0|0|0|0|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0 +249|Austin Powers: International Man of Mystery (1997)|02-May-1997||http://us.imdb.com/M/title-exact?Austin%20Powers%3A%20International%20Man%20of%20Mystery%20%281997%29|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +250|Fifth Element, The (1997)|09-May-1997||http://us.imdb.com/M/title-exact?Fifth%20Element%2C%20The%20%281997%29|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0 +251|Shall We Dance? (1996)|11-Jul-1997||http://us.imdb.com/M/title-exact?Shall%20we%20DANSU%3F%20%281996%29|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +252|Lost World: Jurassic Park, The (1997)|23-May-1997||http://us.imdb.com/M/title-exact?Lost%20World%3A%20Jurassic%20Park%2C%20The%20%281997%29|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|1|1|0|0 +253|Pillow Book, The (1995)|13-Jun-1997||http://us.imdb.com/M/title-exact?Pillow%20Book%2C%20The%20%281995%29|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +254|Batman & Robin (1997)|20-Jun-1997||http://us.imdb.com/M/title-exact?Batman+%26+Robin+(1997)|0|1|1|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0 +255|My Best Friend's Wedding (1997)|20-Jun-1997||http://us.imdb.com/M/title-exact?My+Best+Friend%27s+Wedding+(1997)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +256|When the Cats Away (Chacun cherche son chat) (1996)|20-Jun-1997||http://us.imdb.com/M/title-exact?Chacun+cherche+son+chat+(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +257|Men in Black (1997)|04-Jul-1997||http://us.imdb.com/M/title-exact?Men+in+Black+(1997)|0|1|1|0|0|1|0|0|0|0|0|0|0|0|0|1|0|0|0 +258|Contact (1997)|11-Jul-1997||http://us.imdb.com/Title?Contact+(1997/I)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|1|0|0|0 +259|George of the Jungle (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?George+of+the+Jungle+(1997)|0|0|0|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +260|Event Horizon (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Event+Horizon+(1997)|0|1|0|0|0|0|0|0|0|0|0|0|0|1|0|1|1|0|0 +261|Air Bud (1997)|01-Aug-1997||http://us.imdb.com/M/title-exact?Air+Bud+(1997)|0|0|0|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +262|In the Company of Men (1997)|01-Aug-1997||http://us.imdb.com/M/title-exact?In+the+Company+of+Men+(1997)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +263|Steel (1997)|15-Aug-1997||http://us.imdb.com/M/title-exact?Steel+(1997)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +264|Mimic (1997)|22-Aug-1997||http://us.imdb.com/M/title-exact?Mimic+(1997)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|1|0|0 +265|Hunt for Red October, The (1990)|01-Jan-1990||http://us.imdb.com/M/title-exact?Hunt+for+Red+October%2C+The+(1990)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +266|Kull the Conqueror (1997)|29-Aug-1997||http://us.imdb.com/M/title-exact?Kull+the+Conqueror+(1997)|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +267|unknown||||1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +268|Chasing Amy (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Chasing+Amy+(1997)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +269|Full Monty, The (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Full+Monty%2C+The+(1997)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +270|Gattaca (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Gattaca+(1997)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|1|1|0|0 +271|Starship Troopers (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Starship+Troopers+(1997)|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|1|0|1|0 +272|Good Will Hunting (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?imdb-title-119217|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +273|Heat (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Heat%20(1995)|0|1|0|0|0|0|1|0|0|0|0|0|0|0|0|0|1|0|0 +274|Sabrina (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Sabrina%20(1995)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +275|Sense and Sensibility (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Sense%20and%20Sensibility%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +276|Leaving Las Vegas (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Leaving%20Las%20Vegas%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +277|Restoration (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Restoration%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +278|Bed of Roses (1996)|01-Jan-1996||http://us.imdb.com/M/title-exact?Bed%20of%20Roses%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +279|Once Upon a Time... When We Were Colored (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Once%20Upon%20a%20Time... When%20We%20Were%20Colored%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +280|Up Close and Personal (1996)|01-Mar-1996||http://us.imdb.com/M/title-exact?Up%20Close%20and%20Personal%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +281|River Wild, The (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?River%20Wild,%20The%20(1994)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +282|Time to Kill, A (1996)|13-Jul-1996||http://us.imdb.com/M/title-exact?Time%20to%20Kill,%20A%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +283|Emma (1996)|02-Aug-1996||http://us.imdb.com/M/title-exact?Emma%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +284|Tin Cup (1996)|16-Aug-1996||http://us.imdb.com/M/title-exact?Tin%20Cup%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +285|Secrets & Lies (1996)|04-Oct-1996||http://us.imdb.com/M/title-exact?Secrets%20&%20Lies%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +286|English Patient, The (1996)|15-Nov-1996||http://us.imdb.com/M/title-exact?English%20Patient,%20The%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|1|0 +287|Marvin's Room (1996)|18-Dec-1996||http://us.imdb.com/M/title-exact?Marvin's%20Room%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +288|Scream (1996)|20-Dec-1996||http://us.imdb.com/M/title-exact?Scream%20(1996)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|1|0|0 +289|Evita (1996)|25-Dec-1996||http://us.imdb.com/M/title-exact?Evita%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|1|0|0|0|0|0|0 +290|Fierce Creatures (1997)|10-Jan-1997||http://us.imdb.com/M/title-exact?Fierce%20Creatures%20(1997)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +291|Absolute Power (1997)|14-Feb-1997||http://us.imdb.com/M/title-exact?Absolute%20Power%20(1997)|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|1|0|0 +292|Rosewood (1997)|21-Feb-1997||http://us.imdb.com/M/title-exact?Rosewood%20(1997)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +293|Donnie Brasco (1997)|28-Feb-1997||http://us.imdb.com/M/title-exact?Donnie%20Brasco%20(1997)|0|0|0|0|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0 +294|Liar Liar (1997)|21-Mar-1997||http://us.imdb.com/Title?Liar+Liar+(1997)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +295|Breakdown (1997)|02-May-1997||http://us.imdb.com/M/title-exact?Breakdown%20%281997%29|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +296|Promesse, La (1996)|16-May-1997||http://us.imdb.com/M/title-exact?Promesse%2C%20La%20%281996%29|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +297|Ulee's Gold (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Ulee%27s+Gold+(1997)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +298|Face/Off (1997)|27-Jun-1997||http://us.imdb.com/M/title-exact?Face/Off+(1997)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|1|1|0|0 +299|Hoodlum (1997)|22-Aug-1997||http://us.imdb.com/M/title-exact?Hoodlum+(1997)|0|0|0|0|0|0|1|0|1|0|1|0|0|0|0|0|0|0|0 +300|Air Force One (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Air+Force+One+(1997)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +301|In & Out (1997)|19-Sep-1997||http://us.imdb.com/Title?In+%26+Out+(1997)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +302|L.A. Confidential (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?L%2EA%2E+Confidential+(1997)|0|0|0|0|0|0|1|0|0|0|1|0|0|1|0|0|1|0|0 +303|Ulee's Gold (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Ulee%27s+Gold+(1997)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +304|Fly Away Home (1996)|13-Sep-1996||http://us.imdb.com/M/title-exact?Fly%20Away%20Home%20(1996)|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +305|Ice Storm, The (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Ice+Storm%2C+The+(1997)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +306|Mrs. Brown (Her Majesty, Mrs. Brown) (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Her+Majesty%2C+Mrs%2E+Brown+(1997)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +307|Devil's Advocate, The (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Devil's+Advocate,+The+(1997)|0|0|0|0|0|0|1|0|0|0|0|1|0|1|0|0|1|0|0 +308|FairyTale: A True Story (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Fairytale:+A+True+Story+(1997)|0|0|0|0|1|0|0|0|1|1|0|0|0|0|0|0|0|0|0 +309|Deceiver (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Liar+(1997)|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0 +310|Rainmaker, The (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Rainmaker,+The+(1997)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +311|Wings of the Dove, The (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Wings+of+the+Dove%2C+The+(1997)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|1|0|0 +312|Midnight in the Garden of Good and Evil (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Midnight+in+the+Garden+of+Good+and+Evil+(1997)|0|0|0|0|0|1|1|0|1|0|0|0|0|1|0|0|0|0|0 +313|Titanic (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?imdb-title-120338|0|1|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +314|3 Ninjas: High Noon At Mega Mountain (1998)|01-Jan-1997||http://us.imdb.com/M/title-exact?imdb-title-118539|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +315|Apt Pupil (1998)|23-Oct-1998||http://us.imdb.com/Title?Apt+Pupil+(1998)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|1|0|0 +316|As Good As It Gets (1997)|23-Dec-1997||http://us.imdb.com/Title?As+Good+As+It+Gets+(1997)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +317|In the Name of the Father (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?In%20the%20Name%20of%20the%20Father%20(1993)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +318|Schindler's List (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Schindler's%20List%20(1993)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0 +319|Everyone Says I Love You (1996)|06-Dec-1996||http://us.imdb.com/M/title-exact?Everyone%20Says%20I%20Love%20You%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|1|0|1|0|0|0|0 +320|Paradise Lost: The Child Murders at Robin Hood Hills (1996)|06-Dec-1996||http://us.imdb.com/M/title-exact?Paradise%20Lost%3a%20The%20Child%20Murders%20at%20Robin%20Hood%20Hills%20(1996)|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0 +321|Mother (1996)|25-Dec-1996||http://us.imdb.com/M/title-exact?Mother%20(1996/I)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +322|Murder at 1600 (1997)|18-Apr-1997||http://us.imdb.com/M/title-exact?Murder%20at%201600%20(1997)|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|1|0|0 +323|Dante's Peak (1997)|07-Feb-1997||http://us.imdb.com/M/title-exact?Dante's%20Peak%20(1997)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +324|Lost Highway (1997)|21-Feb-1997||http://us.imdb.com/Title?Lost+Highway+(1997)|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0 +325|Crash (1996)|21-Mar-1997||http://us.imdb.com/M/title-exact?Crash%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|1|0|0 +326|G.I. Jane (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?G%2EI%2E+Jane+(1997)|0|1|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0 +327|Cop Land (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Cop+Land+(1997)|0|0|0|0|0|0|1|0|1|0|0|0|0|1|0|0|0|0|0 +328|Conspiracy Theory (1997)|08-Aug-1997||http://us.imdb.com/M/title-exact?Conspiracy+Theory+(1997)|0|1|0|0|0|0|0|0|0|0|0|0|0|1|1|0|1|0|0 +329|Desperate Measures (1998)|30-Jan-1998||http://us.imdb.com/Title?Desperate+Measures+(1998)|0|0|0|0|0|0|1|0|1|0|0|0|0|0|0|0|1|0|0 +330|187 (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?187+(1997)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +331|Edge, The (1997)|26-Sep-1997||http://us.imdb.com/M/title-exact?Edge%2C+The+(1997/I)|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +332|Kiss the Girls (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Kiss+the+Girls+(1997)|0|0|0|0|0|0|1|0|1|0|0|0|0|0|0|0|1|0|0 +333|Game, The (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Game%2C+The+(1997)|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|1|0|0 +334|U Turn (1997)|01-Jan-1997||http://us.imdb.com/Title?U+Turn+(1997)|0|1|0|0|0|0|1|0|0|0|0|0|0|1|0|0|0|0|0 +335|How to Be a Player (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?How+to+Be+a+Player+(1997)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +336|Playing God (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Playing+God+(1997)|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|1|0|0 +337|House of Yes, The (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?House+of+Yes,+The+(1997)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|1|0|0 +338|Bean (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Bean+(1997)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +339|Mad City (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Mad+City+(1997)|0|1|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +340|Boogie Nights (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Boogie+Nights+(1997)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 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The (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Client,%20The%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|1|0|0|1|0|0 +357|One Flew Over the Cuckoo's Nest (1975)|01-Jan-1975||http://us.imdb.com/M/title-exact?One%20Flew%20Over%20the%20Cuckoo's%20Nest%20(1975)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +358|Spawn (1997)|01-Aug-1997||http://us.imdb.com/M/title-exact?Spawn+(1997/I)|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|1|1|0|0 +359|Assignment, The (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Assignment%2C+The+(1997)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +360|Wonderland (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Wonderland+(1997)|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0 +361|Incognito (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Incognito+(1997)|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|1|0|0 +362|Blues Brothers 2000 (1998)|06-Feb-1998||http://us.imdb.com/M/title-exact?Blues+Brothers+2000+(1998)|0|1|0|0|0|1|0|0|0|0|0|0|1|0|0|0|0|0|0 +363|Sudden Death (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Sudden%20Death%20(1995)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +364|Ace Ventura: When Nature Calls (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Ace%20Ventura:%20When%20Nature%20Calls%20(1995)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +365|Powder (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Powder%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +366|Dangerous Minds (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Dangerous%20Minds%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +367|Clueless (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Clueless%20(1995)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +368|Bio-Dome (1996)|01-Jan-1996||http://us.imdb.com/M/title-exact?Bio-Dome%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +369|Black Sheep (1996)|02-Feb-1996||http://us.imdb.com/M/title-exact?Black%20Sheep%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +370|Mary Reilly (1996)|23-Feb-1996||http://us.imdb.com/M/title-exact?Mary%20Reilly%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|1|0|0 +371|Bridges of Madison County, The (1995)|09-Feb-1996||http://us.imdb.com/M/title-exact?Bridges%20of%20Madison%20County,%20The%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +372|Jeffrey (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Jeffrey%20(1995)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +373|Judge Dredd (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Judge%20Dredd%20(1995)|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0 +374|Mighty Morphin Power Rangers: The Movie (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Mighty%20Morphin%20Power%20Rangers:%20The%20Movie%20(1995)|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +375|Showgirls (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Showgirls%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +376|Houseguest (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Houseguest%20(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 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(1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Beverly%20Hills%20Cop%20III%20(1994)|0|1|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +389|Black Beauty (1994)|01-Jan-1994||http://us.imdb.com/Title?Black+Beauty+(1994/I)|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +390|Fear of a Black Hat (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Fear%20of%20a%20Black%20Hat%20(1993)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +391|Last Action Hero (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Last%20Action%20Hero%20(1993)|0|1|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +392|Man Without a Face, The (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Man%20Without%20a%20Face,%20The%20(1993)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +393|Mrs. Doubtfire (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Mrs.%20Doubtfire%20(1993)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +394|Radioland Murders (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Radioland%20Murders%20(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|1|1|0|0|0|0 +395|Robin Hood: Men in Tights (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Robin%20Hood:%20Men%20in%20Tights%20(1993)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +396|Serial Mom (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Serial%20Mom%20(1994)|0|0|0|0|0|1|1|0|0|0|0|1|0|0|0|0|0|0|0 +397|Striking Distance (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Striking%20Distance%20(1993)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +398|Super Mario Bros. (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Super%20Mario%20Bros.%20(1993)|0|1|1|0|1|0|0|0|0|0|0|0|0|0|0|1|0|0|0 +399|Three Musketeers, The (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Three%20Musketeers,%20The%20(1993)|0|1|1|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +400|Little Rascals, The (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Little%20Rascals,%20The%20(1994)|0|0|0|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +401|Brady Bunch Movie, The (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Brady%20Bunch%20Movie,%20The%20(1995)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +402|Ghost (1990)|01-Jan-1990||http://us.imdb.com/M/title-exact?Ghost%20(1990)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|1|0|0 +403|Batman (1989)|01-Jan-1989||http://us.imdb.com/M/title-exact?Batman%20(1989)|0|1|1|0|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0 +404|Pinocchio (1940)|01-Jan-1940||http://us.imdb.com/M/title-exact?Pinocchio%20(1940)|0|0|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +405|Mission: Impossible (1996)|22-May-1996||http://us.imdb.com/M/title-exact?Mission:%20Impossible%20(1996)|0|1|1|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0 +406|Thinner (1996)|25-Oct-1996||http://us.imdb.com/M/title-exact?Thinner%20(1996)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|1|0|0 +407|Spy Hard (1996)|24-May-1996||http://us.imdb.com/M/title-exact?Spy%20Hard%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +408|Close Shave, A (1995)|28-Apr-1996||http://us.imdb.com/M/title-exact?Close%20Shave,%20A%20(1995)|0|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0|1|0|0 +409|Jack (1996)|07-Aug-1996||http://us.imdb.com/M/title-exact?Jack%20(1996)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +410|Kingpin (1996)|12-Jul-1996||http://us.imdb.com/M/title-exact?Kingpin%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +411|Nutty Professor, The (1996)|28-Jun-1996||http://us.imdb.com/M/title-exact?Nutty%20Professor,%20The%20(1996)|0|0|0|0|0|1|0|0|0|1|0|0|0|0|1|1|0|0|0 +412|Very Brady Sequel, A 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(1950)|01-Jan-1950||http://us.imdb.com/M/title-exact?Cinderella%20(1950)|0|0|0|1|1|0|0|0|0|0|0|0|1|0|0|0|0|0|0 +419|Mary Poppins (1964)|01-Jan-1964||http://us.imdb.com/M/title-exact?Mary%20Poppins%20(1964)|0|0|0|0|1|1|0|0|0|0|0|0|1|0|0|0|0|0|0 +420|Alice in Wonderland (1951)|01-Jan-1951||http://us.imdb.com/M/title-exact?Alice%20in%20Wonderland%20(1951)|0|0|0|1|1|0|0|0|0|0|0|0|1|0|0|0|0|0|0 +421|William Shakespeare's Romeo and Juliet (1996)|25-Oct-1996||http://us.imdb.com/Title?Romeo+%2B+Juliet+(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +422|Aladdin and the King of Thieves (1996)|01-Jan-1996||http://us.imdb.com/M/title-exact?Aladdin%20and%20the%20King%20of%20Thieves%20(1996)%20(V)|0|0|0|1|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +423|E.T. the Extra-Terrestrial (1982)|01-Jan-1982||http://us.imdb.com/M/title-exact?E%2ET%2E%20the%20Extra-Terrestrial%20%281982%29|0|0|0|0|1|0|0|0|1|1|0|0|0|0|0|1|0|0|0 +424|Children of the Corn: The Gathering 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(1933)|01-Jan-1933||http://us.imdb.com/M/title-exact?Duck%20Soup%20(1933)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|1|0 +431|Highlander (1986)|01-Jan-1986||http://us.imdb.com/M/title-exact?Highlander%20(1986)|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +432|Fantasia (1940)|01-Jan-1940||http://us.imdb.com/M/title-exact?Fantasia%20(1940)|0|0|0|1|1|0|0|0|0|0|0|0|1|0|0|0|0|0|0 +433|Heathers (1989)|01-Jan-1989||http://us.imdb.com/M/title-exact?Heathers%20(1989)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +434|Forbidden Planet (1956)|01-Jan-1956||http://us.imdb.com/M/title-exact?Forbidden%20Planet%20(1956)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0 +435|Butch Cassidy and the Sundance Kid (1969)|01-Jan-1969||http://us.imdb.com/M/title-exact?Butch%20Cassidy%20and%20the%20Sundance%20Kid%20(1969)|0|1|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|1 +436|American Werewolf in London, An (1981)|01-Jan-1981||http://us.imdb.com/M/title-exact?American%20Werewolf%20in%20London,%20An%20(1981)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0 +437|Amityville 1992: It's About Time (1992)|01-Jan-1992||http://us.imdb.com/M/title-exact?Amityville%201992:%20It's%20About%20Time%20(1992)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0 +438|Amityville 3-D (1983)|01-Jan-1983||http://us.imdb.com/M/title-exact?Amityville%203-D%20(1983)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0 +439|Amityville: A New Generation (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Amityville:%20A%20New%20Generation%20(1993)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0 +440|Amityville II: The Possession (1982)|01-Jan-1982||http://us.imdb.com/M/title-exact?Amityville%20II:%20The%20Possession%20(1982)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0 +441|Amityville Horror, The (1979)|01-Jan-1979||http://us.imdb.com/M/title-exact?Amityville%20Horror,%20The%20(1979)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0 +442|Amityville Curse, The (1990)|01-Jan-1990||http://us.imdb.com/M/title-exact?Amityville%20Curse,%20The%20(1990)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0 +443|Birds, The (1963)|01-Jan-1963||http://us.imdb.com/M/title-exact?Birds,%20The%20(1963)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0 +444|Blob, The (1958)|01-Jan-1958||http://us.imdb.com/M/title-exact?Blob,%20The%20(1958)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|1|0|0|0 +445|Body Snatcher, The (1945)|01-Jan-1945||http://us.imdb.com/M/title-exact?Body%20Snatcher,%20The%20(1945)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0 +446|Burnt Offerings (1976)|01-Jan-1976||http://us.imdb.com/M/title-exact?Burnt%20Offerings%20(1976)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0 +447|Carrie (1976)|01-Jan-1976||http://us.imdb.com/M/title-exact?Carrie%20(1976)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0 +448|Omen, The (1976)|01-Jan-1976||http://us.imdb.com/M/title-exact?Omen,%20The%20(1976)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0 +449|Star Trek: The Motion Picture (1979)|01-Jan-1979||http://us.imdb.com/M/title-exact?Star%20Trek:%20The%20Motion%20Picture%20(1979)|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0 +450|Star Trek V: The Final Frontier (1989)|01-Jan-1989||http://us.imdb.com/M/title-exact?Star%20Trek%20V:%20The%20Final%20Frontier%20(1989)|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0 +451|Grease (1978)|01-Jan-1978||http://us.imdb.com/M/title-exact?Grease%20(1978)|0|0|0|0|0|1|0|0|0|0|0|0|1|0|1|0|0|0|0 +452|Jaws 2 (1978)|01-Jan-1978||http://us.imdb.com/M/title-exact?Jaws%202%20(1978)|0|1|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0 +453|Jaws 3-D (1983)|01-Jan-1983||http://us.imdb.com/M/title-exact?Jaws%203-D%20(1983)|0|1|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0 +454|Bastard Out of Carolina (1996)|15-Dec-1996||http://us.imdb.com/M/title-exact?Bastard%20Out%20of%20Carolina%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +455|Jackie Chan's First Strike (1996)|10-Jan-1997||http://us.imdb.com/M/title-exact?Police%20Story%204:%20First%20Strike%20(1996)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +456|Beverly Hills Ninja (1997)|17-Jan-1997||http://us.imdb.com/M/title-exact?Beverly%20Hills%20Ninja%20(1997)|0|1|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +457|Free Willy 3: The Rescue (1997)|08-Aug-1997||http://us.imdb.com/M/title-exact?Free+Willy+3%3A+The+Rescue+(1997)|0|0|1|0|1|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +458|Nixon (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Nixon%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +459|Cry, the Beloved Country (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Cry,%20the%20Beloved%20Country%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +460|Crossing Guard, The (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Crossing%20Guard,%20The%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +461|Smoke (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Smoke%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +462|Like Water For Chocolate (Como agua para chocolate) (1992)|01-Jan-1992||http://us.imdb.com/M/title-exact?Como%20agua%20para%20chocolate%20(1992)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +463|Secret of Roan Inish, The (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Secret%20of%20Roan%20Inish,%20The%20(1994)|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +464|Vanya on 42nd Street (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Vanya%20on%2042nd%20Street%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +465|Jungle Book, The (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Jungle%20Book,%20The%20(1994)|0|0|1|0|1|0|0|0|0|0|0|0|0|0|1|0|0|0|0 +466|Red Rock West (1992)|01-Jan-1992||http://us.imdb.com/M/title-exact?Red%20Rock%20West%20(1992)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +467|Bronx Tale, A (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Bronx%20Tale,%20A%20(1993)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +468|Rudy (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Rudy%20(1993)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +469|Short Cuts (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Short%20Cuts%20(1993)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +470|Tombstone (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Tombstone%20(1993)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1 +471|Courage Under Fire (1996)|08-Mar-1996||http://us.imdb.com/M/title-exact?Courage%20Under%20Fire%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0 +472|Dragonheart (1996)|31-May-1996||http://us.imdb.com/M/title-exact?Dragonheart%20(1996)|0|1|1|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0 +473|James and the Giant Peach (1996)|12-Apr-1996||http://us.imdb.com/M/title-exact?James%20and%20the%20Giant%20Peach%20(1996)|0|0|0|1|1|0|0|0|0|0|0|0|1|0|0|0|0|0|0 +474|Dr. Strangelove or: How I Learned to Stop Worrying and Love the Bomb (1963)|01-Jan-1963||http://us.imdb.com/M/title-exact?Dr.%20Strangelove%20or:%20How%20I%20Learned%20to%20Stop%20Worrying%20and%20Love%20the%20Bomb%20(1963)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|1|0 +475|Trainspotting (1996)|19-Jul-1996||http://us.imdb.com/Title?Trainspotting+(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +476|First Wives Club, The (1996)|14-Sep-1996||http://us.imdb.com/M/title-exact?First%20Wives%20Club,%20The%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +477|Matilda (1996)|02-Aug-1996||http://us.imdb.com/M/title-exact?Matilda%20(1996)|0|0|0|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +478|Philadelphia Story, The (1940)|01-Jan-1940||http://us.imdb.com/M/title-exact?Philadelphia%20Story,%20The%20(1940)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +479|Vertigo (1958)|01-Jan-1958||http://us.imdb.com/M/title-exact?Vertigo%20(1958)|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|1|0|0 +480|North by Northwest (1959)|01-Jan-1959||http://us.imdb.com/M/title-exact?North%20by%20Northwest%20(1959)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|1|0|0 +481|Apartment, The (1960)|01-Jan-1960||http://us.imdb.com/M/title-exact?Apartment,%20The%20(1960)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +482|Some Like It Hot (1959)|01-Jan-1959||http://us.imdb.com/M/title-exact?Some%20Like%20It%20Hot%20(1959)|0|0|0|0|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0 +483|Casablanca (1942)|01-Jan-1942||http://us.imdb.com/M/title-exact?Casablanca%20(1942)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|1|0 +484|Maltese Falcon, The (1941)|01-Jan-1941||http://us.imdb.com/M/title-exact?Maltese%20Falcon,%20The%20(1941)|0|0|0|0|0|0|0|0|0|0|1|0|0|1|0|0|0|0|0 +485|My Fair Lady (1964)|01-Jan-1964||http://us.imdb.com/M/title-exact?My%20Fair%20Lady%20(1964)|0|0|0|0|0|0|0|0|0|0|0|0|1|0|1|0|0|0|0 +486|Sabrina (1954)|01-Jan-1954||http://us.imdb.com/M/title-exact?Sabrina%20(1954)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +487|Roman Holiday (1953)|01-Jan-1953||http://us.imdb.com/M/title-exact?Roman%20Holiday%20(1953)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +488|Sunset Blvd. (1950)|01-Jan-1950||http://us.imdb.com/M/title-exact?Sunset%20Boulevard%20(1950)|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0 +489|Notorious (1946)|01-Jan-1946||http://us.imdb.com/M/title-exact?Notorious%20(1946)|0|0|0|0|0|0|0|0|0|0|1|0|0|0|1|0|1|0|0 +490|To Catch a Thief (1955)|01-Jan-1955||http://us.imdb.com/M/title-exact?To%20Catch%20a%20Thief%20(1955)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|1|0|0 +491|Adventures of Robin Hood, The (1938)|01-Jan-1938||http://us.imdb.com/M/title-exact?Adventures%20of%20Robin%20Hood,%20The%20(1938)|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +492|East of Eden (1955)|01-Jan-1955||http://us.imdb.com/M/title-exact?East%20of%20Eden%20(1955)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +493|Thin Man, The (1934)|01-Jan-1934||http://us.imdb.com/M/title-exact?Thin%20Man,%20The%20(1934)|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0 +494|His Girl Friday (1940)|01-Jan-1940||http://us.imdb.com/M/title-exact?His%20Girl%20Friday%20(1940)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +495|Around the World in 80 Days (1956)|01-Jan-1956||http://us.imdb.com/M/title-exact?Around%20the%20World%20in%2080%20Days%20(1956)|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +496|It's a Wonderful Life (1946)|01-Jan-1946||http://us.imdb.com/M/title-exact?It's%20a%20Wonderful%20Life%20(1946)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +497|Bringing Up Baby (1938)|01-Jan-1938||http://us.imdb.com/M/title-exact?Bringing%20Up%20Baby%20(1938)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +498|African Queen, The (1951)|01-Jan-1951||http://us.imdb.com/M/title-exact?African%20Queen,%20The%20(1951)|0|1|1|0|0|0|0|0|0|0|0|0|0|0|1|0|0|1|0 +499|Cat on a Hot Tin Roof (1958)|01-Jan-1958||http://us.imdb.com/M/title-exact?Cat%20on%20a%20Hot%20Tin%20Roof%20(1958)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +500|Fly Away Home (1996)|13-Sep-1996||http://us.imdb.com/M/title-exact?Fly%20Away%20Home%20(1996)|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +501|Dumbo (1941)|01-Jan-1941||http://us.imdb.com/M/title-exact?Dumbo%20(1941)|0|0|0|1|1|0|0|0|0|0|0|0|1|0|0|0|0|0|0 +502|Bananas (1971)|01-Jan-1971||http://us.imdb.com/M/title-exact?Bananas%20(1971)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|1|0 +503|Candidate, The (1972)|01-Jan-1972||http://us.imdb.com/M/title-exact?Candidate,%20The%20(1972)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +504|Bonnie and Clyde (1967)|01-Jan-1967||http://us.imdb.com/M/title-exact?Bonnie%20and%20Clyde%20(1967)|0|0|0|0|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0 +505|Dial M for Murder (1954)|01-Jan-1954||http://us.imdb.com/M/title-exact?Dial%20M%20for%20Murder%20(1954)|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|1|0|0 +506|Rebel Without a Cause (1955)|01-Jan-1955||http://us.imdb.com/M/title-exact?Rebel%20Without%20a%20Cause%20(1955)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +507|Streetcar Named Desire, A (1951)|01-Jan-1951||http://us.imdb.com/M/title-exact?Streetcar%20Named%20Desire,%20A%20(1951)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +508|People vs. Larry Flynt, The (1996)|27-Dec-1996||http://us.imdb.com/M/title-exact?People%20vs.%20Larry%20Flynt,%20The%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +509|My Left Foot (1989)|01-Jan-1989||http://us.imdb.com/M/title-exact?My%20Left%20Foot%20(1989)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +510|Magnificent Seven, The (1954)|01-Jan-1954||http://us.imdb.com/M/title-exact?Shichinin%20no%20samurai%20(1954)|0|1|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|1 +511|Lawrence of Arabia (1962)|01-Jan-1962||http://us.imdb.com/M/title-exact?Lawrence%20of%20Arabia%20(1962)|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0 +512|Wings of Desire (1987)|01-Jan-1987||http://us.imdb.com/Title?Himmel+%FCber+Berlin,+Der+(1987)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|1|0|0|0|0 +513|Third Man, The (1949)|01-Jan-1949||http://us.imdb.com/M/title-exact?Third%20Man,%20The%20(1949)|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|1|0|0 +514|Annie Hall (1977)|01-Jan-1977||http://us.imdb.com/M/title-exact?Annie%20Hall%20(1977)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +515|Boot, Das (1981)|04-Apr-1997||http://us.imdb.com/M/title-exact?Boot,%20Das%20(1981)|0|1|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0 +516|Local Hero 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Luke (1967)|01-Jan-1967||http://us.imdb.com/M/title-exact?Cool%20Hand%20Luke%20(1967)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +524|Great Dictator, The (1940)|01-Jan-1940||http://us.imdb.com/M/title-exact?Great%20Dictator,%20The%20(1940)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +525|Big Sleep, The (1946)|01-Jan-1946||http://us.imdb.com/M/title-exact?Big%20Sleep,%20The%20(1946)|0|0|0|0|0|0|0|0|0|0|1|0|0|1|0|0|0|0|0 +526|Ben-Hur (1959)|01-Jan-1959||http://us.imdb.com/M/title-exact?Ben-Hur%20(1959)|0|1|1|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +527|Gandhi (1982)|01-Jan-1982||http://us.imdb.com/M/title-exact?Gandhi%20(1982)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +528|Killing Fields, The (1984)|01-Jan-1984||http://us.imdb.com/M/title-exact?Killing%20Fields,%20The%20(1984)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0 +529|My Life as a Dog (Mitt liv som hund) (1985)|01-Jan-1985||http://us.imdb.com/M/title-exact?Mitt%20liv%20som%20hund%20(1985)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +530|Man Who Would Be King, The (1975)|01-Jan-1975||http://us.imdb.com/M/title-exact?Man%20Who%20Would%20Be%20King,%20The%20(1975)|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +531|Shine (1996)|22-Nov-1996||http://us.imdb.com/M/title-exact?Shine%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +532|Kama Sutra: A Tale of Love (1996)|07-Mar-1997||http://us.imdb.com/M/title-exact?Kama%20Sutra%20(1996)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0 +533|Daytrippers, The (1996)|21-Mar-1997||http://us.imdb.com/M/title-exact?Daytrippers%2C%20The%20(1996)|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0 +534|Traveller (1997)|18-Apr-1997||http://us.imdb.com/M/title-exact?Traveller%20%281997%29|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +535|Addicted to Love (1997)|23-May-1997||http://us.imdb.com/M/title-exact?Addicted%20to%20Love%20%281997%29|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +536|Ponette (1996)|23-May-1997||http://us.imdb.com/M/title-exact?Ponette%20%281996%29|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +537|My Own Private Idaho (1991)|01-Jan-1991||http://us.imdb.com/M/title-exact?My+Own+Private+Idaho+(1991)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +538|Anastasia (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Anastasia+(1997)|0|0|0|1|1|0|0|0|0|0|0|0|1|0|0|0|0|0|0 +539|Mouse Hunt (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?imdb-title-119715|0|0|0|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +540|Money Train (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Money%20Train%20(1995)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +541|Mortal Kombat (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Mortal%20Kombat%20(1995)|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +542|Pocahontas (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Pocahontas%20(1995)|0|0|0|1|1|0|0|0|0|0|0|0|1|0|1|0|0|0|0 +543|Misérables, Les (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Mis%E9rables%2C%20Les%20%281995%29|0|0|0|0|0|0|0|0|1|0|0|0|1|0|0|0|0|0|0 +544|Things to Do in Denver when You're Dead (1995)|02-Feb-1996||http://us.imdb.com/M/title-exact?Things%20to%20Do%20in%20Denver%20when%20You're%20Dead%20(1995)|0|0|0|0|0|0|1|0|1|0|0|0|0|0|1|0|0|0|0 +545|Vampire in Brooklyn (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Vampire%20in%20Brooklyn%20(1995)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +546|Broken Arrow (1996)|09-Feb-1996||http://us.imdb.com/M/title-exact?Broken%20Arrow%20(1996)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +547|Young Poisoner's Handbook, The (1995)|23-Feb-1996||http://us.imdb.com/M/title-exact?Young%20Poisoner's%20Handbook,%20The%20(1995)|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0 +548|NeverEnding Story III, The (1994)|02-Feb-1996||http://us.imdb.com/M/title-exact?NeverEnding%20Story%20III,%20The%20(1994)|0|0|0|0|1|0|0|0|0|1|0|0|0|0|0|0|0|0|0 +549|Rob Roy (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Rob%20Roy%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|1|0 +550|Die Hard: With a Vengeance (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Die%20Hard:%20With%20a%20Vengeance%20(1995)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +551|Lord of Illusions (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Lord%20of%20Illusions%20(1995)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0 +552|Species (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Species%20(1995)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0 +553|Walk in the Clouds, A (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Walk%20in%20the%20Clouds,%20A%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +554|Waterworld (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Waterworld%20(1995)|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +555|White Man's Burden (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?White%20Man's%20Burden%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +556|Wild Bill (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Wild%20Bill%20(1995)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1 +557|Farinelli: il castrato (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Farinelli:%20il%20castrato%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|1|0|0|0|0|0|0 +558|Heavenly Creatures (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Heavenly%20Creatures%20(1994)|0|0|0|0|0|0|0|0|1|1|0|0|0|0|0|0|1|0|0 +559|Interview with the Vampire (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Interview%20with%20the%20Vampire%20(1994)|0|0|0|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0 +560|Kid in King Arthur's Court, A (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Kid%20in%20King%20Arthur's%20Court,%20A%20(1995)|0|0|1|0|1|1|0|0|0|1|0|0|0|0|1|1|0|0|0 +561|Mary Shelley's Frankenstein (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Mary%20Shelley's%20Frankenstein%20(1994)|0|0|0|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0 +562|Quick and the Dead, The (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Quick%20and%20the%20Dead,%20The%20(1995)|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1 +563|Stephen King's The Langoliers (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?%22Langoliers,%20The%22%20(1995)%20(mini)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0 +564|Tales from the Hood (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Tales%20from%20the%20Hood%20(1995)|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0|0|0|0 +565|Village of the Damned (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Village%20of%20the%20Damned%20(1995)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|1|0|0 +566|Clear and Present Danger (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Clear%20and%20Present%20Danger%20(1994)|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +567|Wes Craven's New Nightmare (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Wes%20Craven's%20New%20Nightmare%20(1994)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0 +568|Speed (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Speed%20(1994/I)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|1|0|1|0|0 +569|Wolf (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Wolf%20(1994)|0|0|0|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0 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(1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Cliffhanger%20(1993)|0|1|1|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0 +577|Coneheads (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Coneheads%20(1993)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|1|0|0|0 +578|Demolition Man (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Demolition%20Man%20(1993)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0 +579|Fatal Instinct (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Fatal%20Instinct%20(1993)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +580|Englishman Who Went Up a Hill, But Came Down a Mountain, The (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Englishman%20Who%20Went%20Up%20a%20Hill,%20But%20Came%20Down%20a%20Mountain,%20The%20(1995)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +581|Kalifornia (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Kalifornia%20(1993)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|1|0|0 +582|Piano, The (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Piano,%20The%20(1993)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +583|Romeo Is Bleeding (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Romeo%20Is%20Bleeding%20(1993)|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|1|0|0 +584|Secret Garden, The (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Secret%20Garden,%20The%20(1993)|0|0|0|0|1|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +585|Son in Law (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Son%20in%20Law%20(1993)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +586|Terminal Velocity (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Terminal%20Velocity%20(1994)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +587|Hour of the Pig, The (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Hour%20of%20the%20Pig,%20The%20(1993)|0|0|0|0|0|0|0|0|1|0|0|0|0|1|0|0|0|0|0 +588|Beauty and the Beast (1991)|01-Jan-1991||http://us.imdb.com/M/title-exact?Beauty%20and%20the%20Beast%20(1991)|0|0|0|1|1|0|0|0|0|0|0|0|1|0|0|0|0|0|0 +589|Wild Bunch, The (1969)|01-Jan-1969||http://us.imdb.com/M/title-exact?Wild%20Bunch,%20The%20(1969)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1 +590|Hellraiser: Bloodline (1996)|08-Mar-1996||http://us.imdb.com/M/title-exact?Hellraiser:%20Bloodline%20(1996)|0|1|0|0|0|0|0|0|0|0|0|1|0|0|0|1|0|0|0 +591|Primal Fear (1996)|30-Mar-1996||http://us.imdb.com/M/title-exact?Primal%20Fear%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|1|0|0 +592|True Crime (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?True%20Crime%20(1995)|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|1|0|0 +593|Stalingrad (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Stalingrad%20(1993)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0 +594|Heavy (1995)|05-Jun-1996||http://us.imdb.com/M/title-exact?Heavy%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +595|Fan, The (1996)|16-Aug-1996||http://us.imdb.com/M/title-exact?Fan,%20The%20(1996)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +596|Hunchback of Notre Dame, The (1996)|21-Jun-1996||http://us.imdb.com/M/title-exact?Hunchback%20of%20Notre%20Dame,%20The%20(1996)|0|0|0|1|1|0|0|0|0|0|0|0|1|0|0|0|0|0|0 +597|Eraser (1996)|21-Jun-1996||http://us.imdb.com/M/title-exact?Eraser%20(1996)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +598|Big Squeeze, The (1996)|06-Sep-1996||http://us.imdb.com/M/title-exact?Big%20Squeeze,%20The%20(1996)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +599|Police Story 4: Project S (Chao ji ji hua) (1993)|16-Aug-1996||http://us.imdb.com/M/title-exact?Project%20S%20(1993)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +600|Daniel Defoe's Robinson Crusoe (1996)|01-Jan-1996||http://us.imdb.com/M/title-exact?Robinson%20Crusoe%20(1996)|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +601|For Whom the Bell Tolls (1943)|01-Jan-1943||http://us.imdb.com/M/title-exact?For%20Whom%20the%20Bell%20Tolls%20(1943)|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0 +602|American in Paris, An (1951)|01-Jan-1951||http://us.imdb.com/M/title-exact?American%20in%20Paris,%20An%20(1951)|0|0|0|0|0|0|0|0|0|0|0|0|1|0|1|0|0|0|0 +603|Rear Window (1954)|01-Jan-1954||http://us.imdb.com/M/title-exact?Rear%20Window%20(1954)|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|1|0|0 +604|It Happened One Night (1934)|01-Jan-1934||http://us.imdb.com/M/title-exact?It%20Happened%20One%20Night%20(1934)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +605|Meet Me in St. Louis (1944)|01-Jan-1944||http://us.imdb.com/M/title-exact?Meet%20Me%20in%20St.%20Louis%20(1944)|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0 +606|All About Eve (1950)|01-Jan-1950||http://us.imdb.com/M/title-exact?All%20About%20Eve%20(1950)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +607|Rebecca (1940)|01-Jan-1940||http://us.imdb.com/M/title-exact?Rebecca%20(1940)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|1|0|0 +608|Spellbound (1945)|01-Jan-1945||http://us.imdb.com/M/title-exact?Spellbound%20(1945)|0|0|0|0|0|0|0|0|0|0|0|0|0|1|1|0|1|0|0 +609|Father of the Bride (1950)|01-Jan-1950||http://us.imdb.com/M/title-exact?Father%20of%20the%20Bride%20(1950)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +610|Gigi (1958)|01-Jan-1958||http://us.imdb.com/M/title-exact?Gigi%20(1958)|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0 +611|Laura (1944)|01-Jan-1944||http://us.imdb.com/M/title-exact?Laura%20(1944)|0|0|0|0|0|0|1|0|0|0|1|0|0|1|0|0|0|0|0 +612|Lost Horizon (1937)|01-Jan-1937||http://us.imdb.com/M/title-exact?Lost%20Horizon%20(1937)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +613|My Man Godfrey (1936)|01-Jan-1936||http://us.imdb.com/M/title-exact?My%20Man%20Godfrey%20(1936)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +614|Giant (1956)|01-Jan-1956||http://us.imdb.com/M/title-exact?Giant%20(1956)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +615|39 Steps, The (1935)|01-Jan-1935||http://us.imdb.com/M/title-exact?39%20Steps,%20The%20(1935)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +616|Night of the Living Dead (1968)|01-Jan-1968||http://us.imdb.com/M/title-exact?Night%20of%20the%20Living%20Dead%20(1968)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|1|0|0|0 +617|Blue Angel, The (Blaue Engel, Der) (1930)|01-Jan-1930||http://us.imdb.com/M/title-exact?Blaue%20Engel,%20Der%20(1930)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +618|Picnic (1955)|01-Jan-1955||http://us.imdb.com/M/title-exact?Picnic%20(1955)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +619|Extreme Measures (1996)|27-Sep-1996||http://us.imdb.com/M/title-exact?Extreme%20Measures%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|1|0|0 +620|Chamber, The (1996)|11-Oct-1996||http://us.imdb.com/M/title-exact?Chamber,%20The%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +621|Davy Crockett, King of the Wild Frontier (1955)|01-Jan-1955||http://us.imdb.com/M/title-exact?Davy%20Crockett%2C%20King%20of%20the%20Wild%20Frontier%20%281955%29|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1 +622|Swiss Family Robinson (1960)|01-Jan-1960||http://us.imdb.com/M/title-exact?Swiss%20Family%20Robinson%20(1960)|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +623|Angels in the Outfield (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Angels%20in%20the%20Outfield%20(1994)|0|0|0|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +624|Three Caballeros, The (1945)|01-Jan-1945||http://us.imdb.com/M/title-exact?Three%20Caballeros,%20The%20(1945)|0|0|0|1|1|0|0|0|0|0|0|0|1|0|0|0|0|0|0 +625|Sword in the Stone, The (1963)|01-Jan-1963||http://us.imdb.com/M/title-exact?Sword%20in%20the%20Stone,%20The%20(1963)|0|0|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +626|So Dear to My Heart (1949)|01-Jan-1949||http://us.imdb.com/Title?So+Dear+to+My+Heart+(1949)|0|0|0|0|1|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +627|Robin Hood: Prince of Thieves (1991)|01-Jan-1991||http://us.imdb.com/Title?Robin+Hood%3A+Prince+of+Thieves+(1991)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +628|Sleepers (1996)|18-Oct-1996||http://us.imdb.com/M/title-exact?Sleepers%20(1996)|0|0|0|0|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0 +629|Victor/Victoria (1982)|01-Jan-1982||http://us.imdb.com/M/title-exact?Victor/Victoria%20%281982%29|0|0|0|0|0|1|0|0|0|0|0|0|1|0|0|0|0|0|0 +630|Great Race, The (1965)|01-Jan-1965||http://us.imdb.com/M/title-exact?Great%20Race,%20The%20(1965)|0|0|0|0|0|1|0|0|0|0|0|0|1|0|0|0|0|0|0 +631|Crying Game, The (1992)|01-Jan-1992||http://us.imdb.com/M/title-exact?Crying%20Game,%20The%20(1992)|0|1|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|1|0 +632|Sophie's Choice (1982)|01-Jan-1982||http://us.imdb.com/M/title-exact?Sophie's%20Choice%20(1982)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +633|Christmas Carol, A (1938)|01-Jan-1938||http://us.imdb.com/M/title-exact?Christmas%20Carol,%20A%20(1938)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +634|Microcosmos: Le peuple de l'herbe (1996)|11-Oct-1996||http://us.imdb.com/M/title-exact?Microcosmos%3A%20Le%20peuple%20de%20l%27herbe%20%281996%29|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0 +635|Fog, The (1980)|01-Jan-1980||http://us.imdb.com/M/title-exact?Fog,%20The%20(1980)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0 +636|Escape from New York (1981)|01-Jan-1981||http://us.imdb.com/M/title-exact?Escape%20from%20New%20York%20(1981)|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|1|1|0|0 +637|Howling, The (1981)|01-Jan-1981||http://us.imdb.com/M/title-exact?Howling,%20The%20(1981)|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0|0|0|0 +638|Return of Martin Guerre, The (Retour de Martin Guerre, Le) (1982)|01-Jan-1982||http://us.imdb.com/M/title-exact?Retour%20de%20Martin%20Guerre,%20Le%20(1982)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +639|Tin Drum, The (Blechtrommel, Die) (1979)|01-Jan-1979||http://us.imdb.com/M/title-exact?Blechtrommel,%20Die%20(1979)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +640|Cook the Thief His Wife & Her Lover, The (1989)|01-Jan-1989||http://us.imdb.com/M/title-exact?Cook%20the%20Thief%20His%20Wife%20&%20Her%20Lover,%20The%20(1989)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +641|Paths of Glory (1957)|01-Jan-1957||http://us.imdb.com/M/title-exact?Paths%20of%20Glory%20(1957)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0 +642|Grifters, The (1990)|01-Jan-1990||http://us.imdb.com/M/title-exact?Grifters,%20The%20(1990)|0|0|0|0|0|0|1|0|1|0|1|0|0|0|0|0|0|0|0 +643|The Innocent (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Innocent,%20The%20(1994)%20(TV)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +644|Thin Blue Line, The (1988)|01-Jan-1988||http://us.imdb.com/M/title-exact?Thin%20Blue%20Line,%20The%20(1988)|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0 +645|Paris Is Burning (1990)|01-Jan-1990||http://us.imdb.com/M/title-exact?Paris%20Is%20Burning%20(1990)|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0 +646|Once Upon a Time in the West (1969)|01-Jan-1969||http://us.imdb.com/M/title-exact?C'era%20una%20volta%20il%20west%20(1969)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1 +647|Ran (1985)|01-Jan-1985||http://us.imdb.com/M/title-exact?Ran%20(1985)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0 +648|Quiet Man, The (1952)|01-Jan-1952||http://us.imdb.com/M/title-exact?Quiet%20Man,%20The%20(1952)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +649|Once Upon a Time in America (1984)|01-Jan-1984||http://us.imdb.com/M/title-exact?Once%20Upon%20a%20Time%20in%20America%20(1984)|0|0|0|0|0|0|1|0|1|0|0|0|0|0|0|0|1|0|0 +650|Seventh Seal, The (Sjunde inseglet, Det) (1957)|01-Jan-1957||http://us.imdb.com/M/title-exact?Sjunde%20inseglet,%20Det%20(1957)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +651|Glory (1989)|01-Jan-1989||http://us.imdb.com/M/title-exact?Glory%20(1989)|0|1|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0 +652|Rosencrantz and Guildenstern Are Dead (1990)|01-Jan-1990||http://us.imdb.com/M/title-exact?Rosencrantz%20and%20Guildenstern%20Are%20Dead%20(1990)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +653|Touch of Evil (1958)|01-Jan-1958||http://us.imdb.com/M/title-exact?Touch%20of%20Evil%20(1958)|0|0|0|0|0|0|1|0|0|0|1|0|0|0|0|0|1|0|0 +654|Chinatown (1974)|01-Jan-1974||http://us.imdb.com/M/title-exact?Chinatown%20(1974)|0|0|0|0|0|0|0|0|0|0|1|0|0|1|0|0|1|0|0 +655|Stand by Me (1986)|01-Jan-1986||http://us.imdb.com/M/title-exact?Stand%20by%20Me%20(1986)|0|0|1|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +656|M (1931)|01-Jan-1931||http://us.imdb.com/M/title-exact?M%20(1931)|0|0|0|0|0|0|1|0|0|0|1|0|0|0|0|0|1|0|0 +657|Manchurian Candidate, The (1962)|01-Jan-1962||http://us.imdb.com/M/title-exact?Manchurian%20Candidate,%20The%20(1962)|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0 +658|Pump Up the Volume (1990)|01-Jan-1990||http://us.imdb.com/M/title-exact?Pump%20Up%20the%20Volume%20(1990)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +659|Arsenic and Old Lace (1944)|01-Jan-1944||http://us.imdb.com/M/title-exact?Arsenic%20and%20Old%20Lace%20(1944)|0|0|0|0|0|1|0|0|0|0|0|0|0|1|0|0|1|0|0 +660|Fried Green Tomatoes (1991)|01-Jan-1991||http://us.imdb.com/M/title-exact?Fried%20Green%20Tomatoes%20at%20the%20Whistle%20Stop%20Cafe%20(1991)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +661|High Noon (1952)|01-Jan-1952||http://us.imdb.com/M/title-exact?High%20Noon%20(1952)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1 +662|Somewhere in Time (1980)|01-Jan-1980||http://us.imdb.com/M/title-exact?Somewhere%20in%20Time%20(1980)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +663|Being There (1979)|01-Jan-1979||http://us.imdb.com/M/title-exact?Being%20There%20(1979)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +664|Paris, Texas (1984)|01-Jan-1984||http://us.imdb.com/M/title-exact?Paris,%20Texas%20(1984)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +665|Alien 3 (1992)|01-Jan-1992||http://us.imdb.com/M/title-exact?Alien%203%20(1992)|0|1|0|0|0|0|0|0|0|0|0|1|0|0|0|1|1|0|0 +666|Blood For Dracula (Andy Warhol's Dracula) (1974)|01-Jan-1974||http://us.imdb.com/M/title-exact?Andy%20Warhol's%20Dracula%20(1974)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0 +667|Audrey Rose (1977)|01-Jan-1977||http://us.imdb.com/M/title-exact?Audrey%20Rose%20(1977)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0 +668|Blood Beach (1981)|01-Jan-1981||http://us.imdb.com/M/title-exact?Blood%20Beach%20(1981)|0|1|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0 +669|Body Parts (1991)|01-Jan-1991||http://us.imdb.com/M/title-exact?Body%20Parts%20(1991)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0 +670|Body Snatchers (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Body%20Snatchers%20(1993)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|1|1|0|0 +671|Bride of Frankenstein (1935)|01-Jan-1935||http://us.imdb.com/M/title-exact?Bride%20of%20Frankenstein%20(1935)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0 +672|Candyman (1992)|01-Jan-1992||http://us.imdb.com/M/title-exact?Candyman%20(1992)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0 +673|Cape Fear (1962)|01-Jan-1962||http://us.imdb.com/M/title-exact?Cape%20Fear%20(1962)|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0 +674|Cat People (1982)|01-Jan-1982||http://us.imdb.com/M/title-exact?Cat%20People%20(1982)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0 +675|Nosferatu (Nosferatu, eine Symphonie des Grauens) (1922)|01-Jan-1922||http://us.imdb.com/M/title-exact?Nosferatu,%20eine%20Symphonie%20des%20Grauens%20(1922)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0 +676|Crucible, The (1996)|27-Nov-1996||http://us.imdb.com/M/title-exact?Crucible,%20The%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +677|Fire on the Mountain (1996)|24-Jan-1997||http://us.imdb.com/M/title-exact?Fire%20on%20the%20Mountain%20(1996)|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0 +678|Volcano (1997)|25-Apr-1997||http://us.imdb.com/M/title-exact?Volcano%20%281997%29|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|1|0|0 +679|Conan the Barbarian (1981)|01-Jan-1981||http://us.imdb.com/M/title-exact?Conan+the+Barbarian+(1981)|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +680|Kull the Conqueror (1997)|29-Aug-1997||http://us.imdb.com/M/title-exact?Kull+the+Conqueror+(1997)|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +681|Wishmaster (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Wishmaster+(1997)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0 +682|I Know What You Did Last Summer (1997)|17-Oct-1997||http://us.imdb.com/M/title-exact?I+Know+What+You+Did+Last+Summer+(1997)|0|0|0|0|0|0|0|0|0|0|0|1|0|1|0|0|1|0|0 +683|Rocket Man (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Rocket+Man+(1997)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +684|In the Line of Fire (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?In%20the%20Line%20of%20Fire%20(1993)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +685|Executive Decision (1996)|09-Mar-1996||http://us.imdb.com/M/title-exact?Executive%20Decision%20(1996)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +686|Perfect World, A (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Perfect%20World,%20A%20(1993)|0|1|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +687|McHale's Navy (1997)|18-Apr-1997||http://us.imdb.com/M/title-exact?McHale's%20Navy%20(1997)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|1|0 +688|Leave It to Beaver (1997)|22-Aug-1997||http://us.imdb.com/M/title-exact?Leave+It+To+Beaver+(1997)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +689|Jackal, The (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Jackal%2C+The+(1997)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +690|Seven Years in Tibet (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Seven+Years+in+Tibet+(1997)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0 +691|Dark City (1998)|09-Jan-1998||http://us.imdb.com/M/title-exact?imdb-title-118929|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|1|1|0|0 +692|American President, The (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?American%20President,%20The%20(1995)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|1|0|0|0|0 +693|Casino (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Casino%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +694|Persuasion (1995)|25-Sep-1995||http://us.imdb.com/Title?Persuasion+(1995/I)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0 +695|Kicking and Screaming (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Kicking%20and%20Screaming%20(1995)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +696|City Hall (1996)|16-Feb-1996||http://us.imdb.com/M/title-exact?City%20Hall%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|1|0|0 +697|Basketball Diaries, The (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Basketball%20Diaries,%20The%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +698|Browning Version, The (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Browning%20Version,%20The%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +699|Little Women (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Little%20Women%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +700|Miami Rhapsody (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Miami%20Rhapsody%20(1995)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +701|Wonderful, Horrible Life of Leni Riefenstahl, The (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Macht%20der%20Bilder:%20Leni%20Riefenstahl,%20Die%20(1993)|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0 +702|Barcelona (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Barcelona%20(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +703|Widows' Peak (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Widows'%20Peak%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +704|House of the Spirits, The (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?House%20of%20the%20Spirits,%20The%20(1993)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +705|Singin' in the Rain (1952)|01-Jan-1952||http://us.imdb.com/M/title-exact?Singin'%20in%20the%20Rain%20(1952)|0|0|0|0|0|0|0|0|0|0|0|0|1|0|1|0|0|0|0 +706|Bad Moon (1996)|01-Nov-1996||http://us.imdb.com/M/title-exact?Bad%20Moon%20(1996)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0 +707|Enchanted April (1991)|01-Jan-1991||http://us.imdb.com/M/title-exact?Enchanted%20April%20(1991)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +708|Sex, Lies, and Videotape (1989)|01-Jan-1989||http://us.imdb.com/M/title-exact?sex,%20lies,%20and%20videotape%20(1989)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +709|Strictly Ballroom (1992)|01-Jan-1992||http://us.imdb.com/M/title-exact?Strictly%20Ballroom%20(1992)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +710|Better Off Dead... (1985)|01-Jan-1985||http://us.imdb.com/Title?Better+Off+Dead...+(1985)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +711|Substance of Fire, The (1996)|06-Dec-1996||http://us.imdb.com/M/title-exact?Substance%20of%20Fire,%20The%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +712|Tin Men (1987)|01-Jan-1987||http://us.imdb.com/M/title-exact?Tin%20Men%20(1987)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +713|Othello (1995)|18-Dec-1995||http://us.imdb.com/M/title-exact?Othello%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +714|Carrington (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Carrington%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +715|To Die For (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?To%20Die%20For%20(1995)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +716|Home for the Holidays (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Home%20for%20the%20Holidays%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +717|Juror, The (1996)|01-Jan-1996||http://us.imdb.com/M/title-exact?Juror,%20The%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|1|0|0 +718|In the Bleak Midwinter (1995)|23-Feb-1996||http://us.imdb.com/M/title-exact?In%20the%20Bleak%20Midwinter%20(1995)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +719|Canadian Bacon (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Canadian%20Bacon%20(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|1|0 +720|First Knight (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?First%20Knight%20(1995)|0|1|1|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +721|Mallrats (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Mallrats%20(1995)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +722|Nine Months (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Nine%20Months%20(1995)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +723|Boys on the Side (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Boys%20on%20the%20Side%20(1995)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +724|Circle of Friends (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Circle%20of%20Friends%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +725|Exit to Eden (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Exit%20to%20Eden%20(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +726|Fluke (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Fluke%20(1995)|0|0|0|0|1|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +727|Immortal Beloved (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Immortal%20Beloved%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +728|Junior (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Junior%20(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|1|0|0|0 +729|Nell (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Nell%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +730|Queen Margot (Reine Margot, La) (1994)|01-Jan-1996||http://us.imdb.com/Title?Reine+Margot,+La+(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +731|Corrina, Corrina (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Corrina,%20Corrina%20(1994)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|1|0|0|0|0 +732|Dave (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Dave%20(1993)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +733|Go Fish (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Go%20Fish%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +734|Made in America (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Made%20in%20America%20(1993)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +735|Philadelphia (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Philadelphia%20(1993)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +736|Shadowlands (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Shadowlands%20(1993)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +737|Sirens (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Sirens%20(1994)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +738|Threesome (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Threesome%20(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +739|Pretty Woman (1990)|01-Jan-1990||http://us.imdb.com/M/title-exact?Pretty%20Woman%20(1990)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +740|Jane Eyre (1996)|05-Apr-1996||http://us.imdb.com/M/title-exact?Jane%20Eyre%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +741|Last Supper, The (1995)|05-Apr-1996||http://us.imdb.com/M/title-exact?Last%20Supper,%20The%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|1|0|0 +742|Ransom (1996)|08-Nov-1996||http://us.imdb.com/M/title-exact?Ransom%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|1|0|0 +743|Crow: City of Angels, The (1996)|30-Aug-1996||http://us.imdb.com/M/title-exact?Crow%3A%20City%20of%20Angels%2C%20The%20%281996%29|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +744|Michael Collins (1996)|11-Oct-1996||http://us.imdb.com/M/title-exact?Michael%20Collins%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0 +745|Ruling Class, The (1972)|01-Jan-1972||http://us.imdb.com/M/title-exact?Ruling%20Class,%20The%20(1972)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +746|Real Genius (1985)|01-Jan-1985||http://us.imdb.com/M/title-exact?Real%20Genius%20(1985)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +747|Benny & Joon (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Benny%20&%20Joon%20(1993)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +748|Saint, The (1997)|14-Mar-1997||http://us.imdb.com/M/title-exact?Saint%2C%20The%20(1997)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|1|0|1|0|0 +749|MatchMaker, The (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Matchmaker%2C+The+(1997)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +750|Amistad (1997)|18-Dec-1997||http://us.imdb.com/M/title-exact?imdb-title-118607|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +751|Tomorrow Never Dies (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?imdb-title-120347|0|1|0|0|0|0|0|0|0|0|0|0|0|0|1|0|1|0|0 +752|Replacement Killers, The (1998)|06-Feb-1998||http://us.imdb.com/M/title-exact?Replacement+Killers%2C+The+(1998)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +753|Burnt By the Sun (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Utomlyonnye%20Solntsem%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +754|Red Corner (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Red+Corner+(1997)|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|1|0|0 +755|Jumanji (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Jumanji%20(1995)|0|1|1|0|1|0|0|0|0|1|0|0|0|0|0|1|0|0|0 +756|Father of the Bride Part II (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Father%20of%20the%20Bride%20Part%20II%20(1995)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +757|Across the Sea of Time (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Across%20The%20Sea%20of%20Time%20(1995)|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0 +758|Lawnmower Man 2: Beyond Cyberspace (1996)|01-Jan-1996||http://us.imdb.com/M/title-exact?Lawnmower%20Man%202:%20Beyond%20Cyberspace%20(1996)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|1|0|0 +759|Fair Game (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Fair%20Game%20(1995)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +760|Screamers (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Screamers%20(1995)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0 +761|Nick of Time (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Nick%20of%20Time%20(1995)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +762|Beautiful Girls (1996)|09-Feb-1996||http://us.imdb.com/M/title-exact?Beautiful%20Girls%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +763|Happy Gilmore (1996)|16-Feb-1996||http://us.imdb.com/M/title-exact?Happy%20Gilmore%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +764|If Lucy Fell (1996)|08-Mar-1996||http://us.imdb.com/M/title-exact?If%20Lucy%20Fell%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +765|Boomerang (1992)|01-Jan-1992||http://us.imdb.com/M/title-exact?Boomerang%20(1992)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +766|Man of the Year (1995)|01-Mar-1996||http://us.imdb.com/M/title-exact?Man%20of%20the%20Year%20(1995)|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0 +767|Addiction, The (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Addiction,%20The%20(1995)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0 +768|Casper (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Casper%20(1995)|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +769|Congo (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Congo%20(1995)|0|1|1|0|0|0|0|0|0|0|0|0|0|1|0|1|0|0|0 +770|Devil in a Blue Dress (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Devil%20in%20a%20Blue%20Dress%20(1995)|0|0|0|0|0|0|1|0|0|0|1|0|0|1|0|0|1|0|0 +771|Johnny Mnemonic (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Johnny%20Mnemonic%20(1995)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|1|1|0|0 +772|Kids (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Kids%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +773|Mute Witness (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Mute%20Witness%20(1994)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +774|Prophecy, The (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Prophecy,%20The%20(1995)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0 +775|Something to Talk About (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Something%20to%20Talk%20About%20(1995)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|1|0|0|0|0 +776|Three Wishes (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Three%20Wishes%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +777|Castle Freak (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Castle%20Freak%20(1995)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0 +778|Don Juan DeMarco (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Don%20Juan%20DeMarco%20and%20the%20Centerfold%20(1995)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|1|0|0|0|0 +779|Drop Zone (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Drop%20Zone%20(1994)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +780|Dumb & Dumber (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Dumb%20&%20Dumber%20(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +781|French Kiss (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?French%20Kiss%20(1995)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +782|Little Odessa (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Little%20Odessa%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +783|Milk Money (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Milk%20Money%20(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +784|Beyond Bedlam (1993)|01-Jan-1993||http://us.imdb.com/Title?Beyond+Bedlam+(1993)|0|0|0|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0 +785|Only You (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Only%20You%20(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +786|Perez Family, The (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Perez%20Family,%20The%20(1995)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +787|Roommates (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Roommates%20(1995)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +788|Relative Fear (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Relative%20Fear%20(1994)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|1|0|0 +789|Swimming with Sharks (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Swimming%20with%20Sharks%20(1995)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +790|Tommy Boy (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Tommy%20Boy%20(1995)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +791|Baby-Sitters Club, The (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Baby-Sitters%20Club,%20The%20(1995)|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +792|Bullets Over Broadway (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Bullets%20Over%20Broadway%20(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +793|Crooklyn (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Crooklyn%20(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +794|It Could Happen to You (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?It%20Could%20Happen%20to%20You%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +795|Richie Rich (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Richie%20Rich%20(1994)|0|0|0|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +796|Speechless (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Speechless%20(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +797|Timecop (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Timecop%20(1994)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0 +798|Bad Company (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Bad%20Company%20(1995)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +799|Boys Life (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Boys%20Life%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +800|In the Mouth of Madness (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?In%20the%20Mouth%20of%20Madness%20(1995)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|1|0|0 +801|Air Up There, The (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Air%20Up%20There,%20The%20(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +802|Hard Target (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Hard%20Target%20(1993)|0|1|1|0|0|0|1|0|0|0|0|0|0|0|0|0|1|0|0 +803|Heaven & Earth (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Heaven%20&%20Earth%20(1993)|0|1|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0 +804|Jimmy Hollywood (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Jimmy%20Hollywood%20(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +805|Manhattan Murder Mystery (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Manhattan%20Murder%20Mystery%20(1993)|0|0|0|0|0|1|0|0|0|0|0|0|0|1|0|0|0|0|0 +806|Menace II Society (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Menace%20II%20Society%20(1993)|0|1|0|0|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0 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(1996)|19-Apr-1996||http://us.imdb.com/M/title-exact?Mrs.%20Winterbourne%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +822|Faces (1968)|01-Jan-1968||http://us.imdb.com/M/title-exact?Faces%20(1968)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +823|Mulholland Falls (1996)|26-Apr-1996||http://us.imdb.com/M/title-exact?Mulholland%20Falls%20(1996)|0|0|0|0|0|0|1|0|0|0|1|0|0|0|0|0|1|0|0 +824|Great White Hype, The (1996)|03-May-1996||http://us.imdb.com/M/title-exact?Great%20White%20Hype,%20The%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +825|Arrival, The (1996)|31-May-1996||http://us.imdb.com/M/title-exact?Arrival,%20The%20(1996)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|1|1|0|0 +826|Phantom, The (1996)|07-Jun-1996||http://us.imdb.com/M/title-exact?Phantom,%20The%20(1996)|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +827|Daylight (1996)|06-Dec-1996||http://us.imdb.com/M/title-exact?Daylight%20(1996)|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +828|Alaska (1996)|21-Aug-1996||http://us.imdb.com/M/title-exact?Alaska%20(1996)|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +829|Fled (1996)|19-Jul-1996||http://us.imdb.com/M/title-exact?Fled%20(1996)|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +830|Power 98 (1995)|17-May-1996||http://us.imdb.com/M/title-exact?Power%2098%20(1995)|0|1|0|0|0|0|0|0|0|0|0|0|0|1|0|0|1|0|0 +831|Escape from L.A. (1996)|09-Aug-1996||http://us.imdb.com/M/title-exact?Escape%20from%20L.A.%20(1996)|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|1|1|0|0 +832|Bogus (1996)|06-Sep-1996||http://us.imdb.com/M/title-exact?Bogus%20(1996)|0|0|0|0|1|0|0|0|1|1|0|0|0|0|0|0|0|0|0 +833|Bulletproof (1996)|06-Sep-1996||http://us.imdb.com/M/title-exact?Bulletproof%20(1996)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +834|Halloween: The Curse of Michael Myers (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Halloween:%20The%20Curse%20of%20Michael%20Myers%20(1995)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|1|0|0 +835|Gay Divorcee, The (1934)|01-Jan-1934||http://us.imdb.com/M/title-exact?Gay%20Divorcee%2C%20The%20%281934%29|0|0|0|0|0|1|0|0|0|0|0|0|1|0|1|0|0|0|0 +836|Ninotchka (1939)|01-Jan-1939||http://us.imdb.com/M/title-exact?Ninotchka%20(1939)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +837|Meet John Doe (1941)|01-Jan-1941||http://us.imdb.com/M/title-exact?Meet%20John%20Doe%20(1941)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +838|In the Line of Duty 2 (1987)|30-Aug-1996||http://us.imdb.com/M/title-exact?In%20the%20Line%20of%20Duty%202%20(1987)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +839|Loch Ness (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Loch%20Ness%20(1995)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|1|0|0 +840|Last Man Standing (1996)|20-Sep-1996||http://us.imdb.com/M/title-exact?Last%20Man%20Standing%20(1996/I)|0|1|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|1 +841|Glimmer Man, The (1996)|04-Oct-1996||http://us.imdb.com/M/title-exact?Glimmer%20Man,%20The%20(1996)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +842|Pollyanna (1960)|01-Jan-1960||http://us.imdb.com/M/title-exact?Pollyanna%20(1960)|0|0|0|0|1|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +843|Shaggy Dog, The (1959)|01-Jan-1959||http://us.imdb.com/M/title-exact?Shaggy%20Dog,%20The%20(1959)|0|0|0|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +844|Freeway (1996)|23-Aug-1996||http://us.imdb.com/M/title-exact?Freeway%20(1996)|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0 +845|That Thing You Do! (1996)|28-Sep-1996||http://us.imdb.com/M/title-exact?That%20Thing%20You%20Do!%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +846|To Gillian on Her 37th Birthday (1996)|18-Oct-1996||http://us.imdb.com/M/title-exact?To%20Gillian%20on%20Her%2037th%20Birthday%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +847|Looking for Richard (1996)|11-Oct-1996||http://us.imdb.com/M/title-exact?Looking%20for%20Richard%20(1996)|0|0|0|0|0|0|0|1|1|0|0|0|0|0|0|0|0|0|0 +848|Murder, My Sweet (1944)|01-Jan-1944||http://us.imdb.com/M/title-exact?Murder,%20My%20Sweet%20(1944)|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0 +849|Days of Thunder (1990)|01-Jan-1990||http://us.imdb.com/M/title-exact?Days%20of%20Thunder%20(1990)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0 +850|Perfect Candidate, A (1996)|27-Sep-1996||http://us.imdb.com/M/title-exact?Perfect%20Candidate,%20A%20(1996)|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0 +851|Two or Three Things I Know About Her (1966)|01-Jan-1966||http://us.imdb.com/M/title-exact?Deux%20ou%20trois%20choses%20que%20je%20sais%20d'elle%20(1966)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +852|Bloody Child, The (1996)|26-Oct-1996||http://us.imdb.com/M/title-exact?Bloody%20Child%2C%20The%20%281996%29|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|1|0|0 +853|Braindead (1992)|01-Jan-1992||http://us.imdb.com/M/title-exact?Braindead%20(1992)|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0|0|0|0 +854|Bad Taste (1987)|01-Jan-1987||http://us.imdb.com/M/title-exact?Bad%20Taste%20(1987)|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0|0|0|0 +855|Diva (1981)|01-Jan-1981||http://us.imdb.com/M/title-exact?Diva%20(1981)|0|1|0|0|0|0|0|0|1|0|0|0|0|1|1|0|1|0|0 +856|Night on Earth (1991)|01-Jan-1991||http://us.imdb.com/M/title-exact?Night%20on%20Earth%20(1991)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +857|Paris Was a Woman (1995)|08-Nov-1996||http://us.imdb.com/M/title-exact?Paris%20Was%20a%20Woman%20(1995)|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0 +858|Amityville: Dollhouse (1996)|01-Jan-1996||http://us.imdb.com/M/title-exact?Amityville:%20Dollhouse%20(1996)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0 +859|April Fool's Day (1986)|01-Jan-1986||http://us.imdb.com/M/title-exact?April%20Fool's%20Day%20(1986)|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0|0|0|0 +860|Believers, The (1987)|01-Jan-1987||http://us.imdb.com/M/title-exact?Believers,%20The%20(1987)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|1|0|0 +861|Nosferatu a Venezia (1986)|01-Jan-1986||http://us.imdb.com/M/title-exact?Nosferatu%20a%20Venezia%20(1986)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0 +862|Jingle All the Way (1996)|22-Nov-1996||http://us.imdb.com/M/title-exact?Jingle%20All%20the%20Way%20(1996)|0|0|1|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +863|Garden of Finzi-Contini, The (Giardino dei Finzi-Contini, Il) (1970)|08-Nov-1996||http://us.imdb.com/M/title-exact?Giardino%20dei%20Finzi-Contini,%20Il%20(1970)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +864|My Fellow Americans (1996)|20-Dec-1996||http://us.imdb.com/M/title-exact?My%20Fellow%20Americans%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +865|Ice Storm, The (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Ice+Storm%2C+The+(1997)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +866|Michael (1996)|25-Dec-1996||http://us.imdb.com/M/title-exact?Michael%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +867|Whole Wide World, The (1996)|25-Dec-1996||http://us.imdb.com/M/title-exact?Whole%20Wide%20World,%20The%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +868|Hearts and Minds (1996)|10-Jan-1997||http://us.imdb.com/M/title-exact?Hearts%20and%20Minds%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +869|Fools Rush In (1997)|14-Feb-1997||http://us.imdb.com/M/title-exact?Fools%20Rush%20In%20(1997)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +870|Touch (1997)|14-Feb-1997||http://us.imdb.com/M/title-exact?Touch%20(1997)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0 +871|Vegas Vacation (1997)|14-Feb-1997||http://us.imdb.com/M/title-exact?Vegas%20Vacation%20(1997)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +872|Love Jones (1997)|14-Mar-1997||http://us.imdb.com/M/title-exact?Love%20Jones%20(1997)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0 +873|Picture Perfect (1997)|01-Aug-1997||http://us.imdb.com/M/title-exact?Picture+Perfect+(1997)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +874|Career Girls (1997)|08-Aug-1997||http://us.imdb.com/M/title-exact?Career+Girls+(1997)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +875|She's So Lovely (1997)|22-Aug-1997||http://us.imdb.com/M/title-exact?She%27s+So+Lovely+(1997)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +876|Money Talks (1997)|22-Aug-1997||http://us.imdb.com/M/title-exact?Money+Talks+(1997)|0|1|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +877|Excess Baggage (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Excess+Baggage+(1997)|0|0|1|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0 +878|That Darn Cat! (1997)|14-Feb-1997||http://us.imdb.com/M/title-exact?That%20Darn%20Cat%20(1997)|0|0|0|0|1|1|0|0|0|0|0|0|0|1|0|0|0|0|0 +879|Peacemaker, The (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Peacemaker%2C+The+(1997)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|1|0 +880|Soul Food (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Soul+Food+(1997)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +881|Money Talks (1997)|22-Aug-1997||http://us.imdb.com/M/title-exact?Money+Talks+(1997)|0|1|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +882|Washington Square (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Washington+Square+(1997)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +883|Telling Lies in America (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Telling+Lies+in+America+(1997)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +884|Year of the Horse (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Year+of+the+Horse+(1997)|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0 +885|Phantoms (1998)|01-Jan-1998||http://us.imdb.com/M/title-exact?Phantoms+(1998)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0 +886|Life Less Ordinary, A (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Life+Less+Ordinary,+A+(1997)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|1|0|0 +887|Eve's Bayou (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Eve's+Bayou+(1997)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +888|One Night Stand (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?One+Night+Stand+(1997)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +889|Tango Lesson, The (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Tango+Lesson,+The+(1997)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0 +890|Mortal Kombat: Annihilation (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Mortal+Kombat%3A+Annihilation+(1997)|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +891|Bent (1997)|18-Dec-1997||http://us.imdb.com/M/title-exact?imdb-title-118698|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0 +892|Flubber (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?imdb-title-119137|0|0|0|0|1|1|0|0|0|1|0|0|0|0|0|0|0|0|0 +893|For Richer or Poorer (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?imdb-title-119142|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +894|Home Alone 3 (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?imdb-title-119303|0|0|0|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +895|Scream 2 (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?imdb-title-120082|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|1|0|0 +896|Sweet Hereafter, The (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Sweet+Hereafter%2C+The+(1997)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +897|Time Tracers (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?imdb-title-128755|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0 +898|Postman, The (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?imdb-title-119925|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +899|Winter Guest, The (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?imdb-title-120521|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +900|Kundun (1997)|25-Dec-1997||http://us.imdb.com/M/title-exact?imdb-title-119485|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +901|Mr. Magoo (1997)|25-Dec-1997||http://us.imdb.com/M/title-exact?imdb-title-119718|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +902|Big Lebowski, The (1998)|26-Dec-1997||http://us.imdb.com/M/title-exact?imdb-title-118715|0|0|0|0|0|1|1|0|0|0|0|0|0|1|0|0|1|0|0 +903|Afterglow (1997)|26-Dec-1997||http://us.imdb.com/M/title-exact?imdb-title-118566|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +904|Ma vie en rose (My Life in Pink) (1997)|26-Dec-1997||http://us.imdb.com/M/title-exact?imdb-title-119590|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +905|Great Expectations (1998)|01-Jan-1998||http://us.imdb.com/M/title-exact?imdb-title-119223|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +906|Oscar & Lucinda (1997)|31-Dec-1997||http://us.imdb.com/M/title-exact?imdb-title-119843|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +907|Vermin (1998)|01-Jan-1997||http://us.imdb.com/M/title-exact?imdb-title-120881|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +908|Half Baked (1998)|16-Jan-1998||http://us.imdb.com/M/title-exact?imdb-title-120693|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +909|Dangerous Beauty (1998)|23-Jan-1998||http://us.imdb.com/M/title-exact?imdb-title-118892|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +910|Nil By Mouth (1997)|06-Feb-1998||http://us.imdb.com/Title?Nil+By+Mouth+(1997)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +911|Twilight (1998)|30-Jan-1998||http://us.imdb.com/M/title-exact?imdb-title-119594|0|0|0|0|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0 +912|U.S. Marshalls (1998)|10-Mar-1998||http://us.imdb.com/Title?U.S.+Marshals+(1998)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +913|Love and Death on Long Island (1997)|10-Mar-1998||http://us.imdb.com/Title?Love+and+Death+on+Long+Island+(1997)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +914|Wild Things (1998)|14-Mar-1998||http://us.imdb.com/Title?Wild+Things+(1998)|0|0|0|0|0|0|1|0|1|0|0|0|0|1|0|0|1|0|0 +915|Primary Colors (1998)|20-Mar-1998||http://us.imdb.com/Title?Primary+Colors+(1998)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +916|Lost in Space (1998)|27-Mar-1998||http://us.imdb.com/Title?Lost+in+Space+(1998)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|1|1|0|0 +917|Mercury Rising (1998)|27-Mar-1998||http://us.imdb.com/Title?Mercury+Rising+(1998)|0|1|0|0|0|0|0|0|1|0|0|0|0|0|0|0|1|0|0 +918|City of Angels (1998)|03-Apr-1998||http://us.imdb.com/Title?City+of+Angels+(1998)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0 +919|City of Lost Children, The (1995)|01-Jan-1995||http://us.imdb.com/Title?Cit%E9+des+enfants+perdus,+La+(1995)|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0 +920|Two Bits (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Two%20Bits%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +921|Farewell My Concubine (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Ba%20Wang%20Bie%20Ji%20(1993)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +922|Dead Man (1995)|10-May-1996||http://us.imdb.com/M/title-exact?Dead%20Man%20(1995)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1 +923|Raise the Red Lantern (1991)|01-Jan-1991||http://us.imdb.com/M/title-exact?Da%20Hong%20Deng%20Long%20Gao%20Gao%20Gua%20(1991)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +924|White Squall (1996)|01-Jan-1996||http://us.imdb.com/M/title-exact?White%20Squall%20(1996)|0|0|1|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +925|Unforgettable (1996)|23-Feb-1996||http://us.imdb.com/Title?Unforgettable+(1996)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|1|0|0 +926|Down Periscope (1996)|01-Mar-1996||http://us.imdb.com/M/title-exact?Down%20Periscope%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +927|Flower of My Secret, The (Flor de mi secreto, La) (1995)|08-Mar-1996||http://us.imdb.com/M/title-exact?Flor%20de%20mi%20secreto,%20La%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +928|Craft, The (1996)|26-Apr-1996||http://us.imdb.com/M/title-exact?Craft,%20The%20(1996)|0|0|0|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0 +929|Harriet the Spy (1996)|03-Jul-1996||http://us.imdb.com/M/title-exact?Harriet%20the%20Spy%20(1996)|0|0|0|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +930|Chain Reaction (1996)|31-Jul-1996||http://us.imdb.com/M/title-exact?Chain%20Reaction%20(1996)|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +931|Island of Dr. Moreau, The (1996)|23-Aug-1996||http://us.imdb.com/M/title-exact?Island%20of%20Dr.%20Moreau,%20The%20(1996)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|1|0|0 +932|First Kid (1996)|30-Aug-1996||http://us.imdb.com/M/title-exact?First%20Kid%20(1996)|0|0|0|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +933|Funeral, The (1996)|25-Oct-1996||http://us.imdb.com/M/title-exact?Funeral,%20The%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +934|Preacher's Wife, The (1996)|13-Dec-1996||http://us.imdb.com/M/title-exact?Preacher's%20Wife,%20The%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +935|Paradise Road (1997)|18-Apr-1997||http://us.imdb.com/M/title-exact?Paradise%20Road%20%281997%29|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0 +936|Brassed Off (1996)|13-Jun-1997||http://us.imdb.com/M/title-exact?Brassed%20Off%20%281996%29|0|0|0|0|0|1|0|0|1|0|0|0|0|0|1|0|0|0|0 +937|Thousand Acres, A (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Thousand+Acres%2C+A+(1997)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +938|Smile Like Yours, A (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Smile+Like+Yours%2C+A+(1997)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +939|Murder in the First (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Murder%20in%20the%20First%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|1|0|0 +940|Airheads (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Airheads%20(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +941|With Honors (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?With%20Honors%20(1994)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +942|What's Love Got to Do with It (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?What's%20Love%20Got%20to%20Do%20with%20It%20(1993)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +943|Killing Zoe (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Killing%20Zoe%20(1994)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +944|Renaissance Man (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Renaissance%20Man%20(1994)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|1|0 +945|Charade (1963)|01-Jan-1963||http://us.imdb.com/M/title-exact?Charade%20(1963)|0|0|0|0|0|1|0|0|0|0|0|0|0|1|1|0|1|0|0 +946|Fox and the Hound, The (1981)|01-Jan-1981||http://us.imdb.com/M/title-exact?Fox%20and%20the%20Hound,%20The%20(1981)|0|0|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +947|Big Blue, The (Grand bleu, Le) (1988)|01-Jan-1988||http://us.imdb.com/M/title-exact?Grand%20bleu,%20Le%20(1988)|0|0|1|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0 +948|Booty Call (1997)|28-Feb-1997||http://us.imdb.com/M/title-exact?Booty%20Call%20(1997)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +949|How to Make an American Quilt (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?How%20to%20Make%20an%20American%20Quilt%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +950|Georgia (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Georgia%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +951|Indian in the Cupboard, The (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Indian%20in%20the%20Cupboard,%20The%20(1995)|0|0|1|0|1|0|0|0|0|1|0|0|0|0|0|0|0|0|0 +952|Blue in the Face (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Blue%20in%20the%20Face%20(1995)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +953|Unstrung Heroes (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Unstrung%20Heroes%20(1995)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +954|Unzipped (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Unzipped%20(1995)|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0 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(1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Ruby%20in%20Paradise%20(1993)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +963|Some Folks Call It a Sling Blade (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Some%20Folks%20Call%20It%20a%20Sling%20Blade%20(1993)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|1|0|0 +964|Month by the Lake, A (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Month%20by%20The%20Lake,%20A%20(1995)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +965|Funny Face (1957)|01-Jan-1957||http://us.imdb.com/M/title-exact?Funny%20Face%20(1957)|0|0|0|0|0|1|0|0|0|0|0|0|1|0|0|0|0|0|0 +966|Affair to Remember, An (1957)|01-Jan-1957||http://us.imdb.com/M/title-exact?Affair%20to%20Remember,%20An%20(1957)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0 +967|Little Lord Fauntleroy (1936)|01-Jan-1936||http://us.imdb.com/M/title-exact?Little%20Lord%20Fauntleroy%20(1936)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +968|Inspector General, The (1949)|01-Jan-1949||http://us.imdb.com/M/title-exact?Inspector%20General,%20The%20(1949)|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0 +969|Winnie the Pooh and the Blustery Day (1968)|01-Jan-1968||http://us.imdb.com/M/title-exact?Winnie%20the%20Pooh%20and%20the%20Blustery%20Day%20%281968%29|0|0|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +970|Hear My Song (1991)|01-Jan-1991||http://us.imdb.com/M/title-exact?Hear%20My%20Song%20(1991)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +971|Mediterraneo (1991)|01-Jan-1991||http://us.imdb.com/M/title-exact?Mediterraneo%20(1991)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|1|0 +972|Passion Fish (1992)|01-Jan-1992||http://us.imdb.com/M/title-exact?Passion%20Fish%20(1992)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +973|Grateful Dead (1995)|18-Oct-1996||http://us.imdb.com/M/title-exact?Grateful%20Dead%20(1995)|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0 +974|Eye for an Eye (1996)|01-Jan-1996||http://us.imdb.com/Title?Eye+for+an+Eye+(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|1|0|0 +975|Fear 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(1996)|13-Sep-1996||http://us.imdb.com/M/title-exact?Maximum%20Risk%20(1996)|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +983|Rich Man's Wife, The (1996)|13-Sep-1996||http://us.imdb.com/M/title-exact?Rich%20Man's%20Wife,%20The%20(1996)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +984|Shadow Conspiracy (1997)|31-Jan-1997||http://us.imdb.com/M/title-exact?Shadow%20Conspiracy%20(1997)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +985|Blood & Wine (1997)|15-Nov-1996||http://us.imdb.com/Title?Blood+%26+Wine+(1997)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +986|Turbulence (1997)|10-Jan-1997||http://us.imdb.com/M/title-exact?Turbulence%20(1997)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +987|Underworld (1997)|09-May-1997||http://us.imdb.com/M/title-exact?Underworld%20(1997)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +988|Beautician and the Beast, The (1997)|07-Feb-1997||http://us.imdb.com/M/title-exact?Beautician%20and%20the%20Beast,%20The%20(1997)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +989|Cats Don't Dance (1997)|26-Mar-1997||http://us.imdb.com/M/title-exact?Cats%20Don%27t%20Dance%20(1997)|0|0|0|1|1|0|0|0|0|0|0|0|1|0|0|0|0|0|0 +990|Anna Karenina (1997)|04-Apr-1997||http://us.imdb.com/M/title-exact?Anna%20Karenina%20%281997%29|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +991|Keys to Tulsa (1997)|11-Apr-1997||http://us.imdb.com/Title?Keys+to+Tulsa+(1997)|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0 +992|Head Above Water (1996)|20-Jun-1997||http://us.imdb.com/M/title-exact?Head+Above+Water+(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|1|0|0 +993|Hercules (1997)|27-Jun-1997||http://us.imdb.com/M/title-exact?Hercules+(1997)|0|0|1|1|1|1|0|0|0|0|0|0|1|0|0|0|0|0|0 +994|Last Time I Committed Suicide, The (1997)|20-Jun-1997||http://us.imdb.com/M/title-exact?Last+Time+I+Committed+Suicide%2C+The+(1997)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +995|Kiss Me, Guido (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Kiss+Me%2C+Guido+(1997)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +996|Big Green, The (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Big%20Green,%20The%20(1995)|0|0|0|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +997|Stuart Saves His Family (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Stuart%20Saves%20His%20Family%20(1995)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +998|Cabin Boy (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Cabin%20Boy%20(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +999|Clean Slate (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Clean%20Slate%20(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1000|Lightning Jack (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Lightning%20Jack%20(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|1 +1001|Stupids, The (1996)|30-Aug-1996||http://us.imdb.com/M/title-exact?Stupids,%20The%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1002|Pest, The (1997)|07-Feb-1997||http://us.imdb.com/M/title-exact?Pest,%20The%20(1997)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1003|That Darn Cat! (1997)|14-Feb-1997||http://us.imdb.com/M/title-exact?That%20Darn%20Cat%20(1997)|0|0|0|0|1|1|0|0|0|0|0|0|0|1|0|0|0|0|0 +1004|Geronimo: An American Legend (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Geronimo:%20An%20American%20Legend%20(1993)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|1 +1005|Double vie de Véronique, La (Double Life of Veronique, The) (1991)|01-Jan-1991||http://us.imdb.com/M/title-exact?Podwojne%20zycie%20Weroniki%20(1991)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1006|Until the End of the World (Bis ans Ende der Welt) (1991)|01-Jan-1991||http://us.imdb.com/M/title-exact?Bis%20ans%20Ende%20der%20Welt%20(1991)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|1|0|0|0 +1007|Waiting for Guffman (1996)|31-Jan-1997||http://us.imdb.com/M/title-exact?Waiting%20for%20Guffman%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1008|I Shot Andy Warhol (1996)|01-May-1996||http://us.imdb.com/M/title-exact?I%20Shot%20Andy%20Warhol%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1009|Stealing Beauty (1996)|14-Jun-1996||http://us.imdb.com/M/title-exact?Stealing%20Beauty%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1010|Basquiat (1996)|16-Aug-1996||http://us.imdb.com/M/title-exact?Basquiat%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1011|2 Days in the Valley (1996)|27-Sep-1996||http://us.imdb.com/M/title-exact?2%20Days%20in%20the%20Valley%20(1996)|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0 +1012|Private Parts (1997)|07-Mar-1997||http://us.imdb.com/M/title-exact?Private%20Parts%20(1997)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +1013|Anaconda (1997)|11-Apr-1997||http://us.imdb.com/M/title-exact?Anaconda%20%281997%29|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +1014|Romy and Michele's High School Reunion (1997)|25-Apr-1997||http://us.imdb.com/M/title-exact?Romy%20and%20Michele%27s%20High%20School%20Reunion%20%281997%29|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1015|Shiloh (1997)|23-May-1997||http://us.imdb.com/M/title-exact?Shiloh%20%281997%29|0|0|0|0|1|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1016|Con Air (1997)|06-Jun-1997||http://us.imdb.com/M/title-exact?Con%20Air%20%281997%29|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +1017|Trees Lounge (1996)|11-Oct-1996||http://us.imdb.com/M/title-exact?Trees%20Lounge%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1018|Tie Me Up! Tie Me Down! (1990)|01-Jan-1990||http://us.imdb.com/Title?%A1%C1tame%21+(1990)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1019|Die xue shuang xiong (Killer, The) (1989)|01-Jan-1989||http://us.imdb.com/M/title-exact?Die%20xue%20shuang%20xiong%20(1989)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +1020|Gaslight (1944)|01-Jan-1944||http://us.imdb.com/M/title-exact?Gaslight%20(1944)|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|1|0|0 +1021|8 1/2 (1963)|01-Jan-1963||http://us.imdb.com/M/title-exact?8%201/2%20(1963)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1022|Fast, Cheap & Out of Control (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Fast,+Cheap+&+Out+of+Control+(1997)|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0 +1023|Fathers' Day (1997)|09-May-1997||http://us.imdb.com/M/title-exact?Fathers%27%20Day%20%281997%29|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1024|Mrs. Dalloway (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Mrs%2E+Dalloway+(1997)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0 +1025|Fire Down Below (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Fire+Down+Below+(1997)|0|1|0|0|0|0|0|0|1|0|0|0|0|0|0|0|1|0|0 +1026|Lay of the Land, The (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Lay+of+the+Land%2C+The+(1997)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +1027|Shooter, The (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Shooter,%20The%20(1995)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +1028|Grumpier Old Men (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Grumpier%20Old%20Men%20(1995)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +1029|Jury Duty (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Jury%20Duty%20(1995)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1030|Beverly Hillbillies, The (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Beverly%20Hillbillies,%20The%20(1993)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1031|Lassie (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Lassie%20(1994)|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +1032|Little Big League (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Little%20Big%20League%20(1994)|0|0|0|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1033|Homeward Bound II: Lost in San Francisco (1996)|08-Mar-1996||http://us.imdb.com/M/title-exact?Homeward%20Bound%20II:%20Lost%20in%20San%20Francisco%20(1996)|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +1034|Quest, The (1996)|26-Apr-1996||http://us.imdb.com/M/title-exact?Quest,%20The%20(1996/I)|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +1035|Cool Runnings (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Cool%20Runnings%20(1993)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1036|Drop Dead Fred (1991)|01-Jan-1991||http://us.imdb.com/M/title-exact?Drop%20Dead%20Fred%20(1991)|0|0|0|0|0|1|0|0|0|1|0|0|0|0|0|0|0|0|0 +1037|Grease 2 (1982)|01-Jan-1982||http://us.imdb.com/M/title-exact?Grease%202%20(1982)|0|0|0|0|0|1|0|0|0|0|0|0|1|0|1|0|0|0|0 +1038|Switchback (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Switchback+(1997)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +1039|Hamlet (1996)|24-Jan-1997||http://us.imdb.com/M/title-exact?Hamlet%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1040|Two if by Sea (1996)|01-Jan-1996||http://us.imdb.com/M/title-exact?Two%20if%20by%20Sea%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +1041|Forget Paris (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Forget%20Paris%20(1995)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +1042|Just Cause (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Just%20Cause%20(1995)|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|1|0|0 +1043|Rent-a-Kid (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Rent-a-Kid%20(1995)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1044|Paper, The (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Paper,%20The%20(1994)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +1045|Fearless (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Fearless%20(1993)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1046|Malice (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Malice%20(1993)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +1047|Multiplicity (1996)|12-Jul-1996||http://us.imdb.com/M/title-exact?Multiplicity%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1048|She's the One (1996)|23-Aug-1996||http://us.imdb.com/M/title-exact?She's%20the%20One%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +1049|House Arrest (1996)|02-Aug-1996||http://us.imdb.com/Title?House+Arrest+(1996/I)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1050|Ghost and Mrs. Muir, The (1947)|01-Jan-1947||http://us.imdb.com/M/title-exact?Ghost%20and%20Mrs.%20Muir,%20The%20(1947)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +1051|Associate, The (1996)|19-Oct-1996||http://us.imdb.com/M/title-exact?Associate,%20The%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1052|Dracula: Dead and Loving It (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Dracula:%20Dead%20and%20Loving%20It%20(1995)|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0|0|0|0 +1053|Now and Then (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Now%20and%20Then%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1054|Mr. Wrong (1996)|16-Feb-1996||http://us.imdb.com/M/title-exact?Mr.%20Wrong%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1055|Simple Twist of Fate, A (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Simple%20Twist%20of%20Fate,%20A%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1056|Cronos (1992)|01-Jan-1992||http://us.imdb.com/M/title-exact?Cronos%20(1992)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0 +1057|Pallbearer, The (1996)|19-Apr-1996||http://us.imdb.com/M/title-exact?Pallbearer,%20The%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1058|War, The (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?War,%20The%20(1994)|0|0|1|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1059|Don't Be a Menace to South Central While Drinking Your Juice in the Hood (1996)|01-Jan-1996||http://us.imdb.com/M/title-exact?Don't%20Be%20a%20Menace%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1060|Adventures of Pinocchio, The (1996)|26-Jul-1996||http://us.imdb.com/M/title-exact?Adventures%20of%20Pinocchio,%20The%20(1996)|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +1061|Evening Star, The (1996)|25-Dec-1996||http://us.imdb.com/M/title-exact?Evening%20Star,%20The%20(1996)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +1062|Four Days in September (1997)|23-Jan-1998||http://us.imdb.com/M/title-exact?imdb-title-119815|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1063|Little Princess, A (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Little%20Princess,%20A%20(1995)|0|0|0|0|1|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1064|Crossfire (1947)|01-Jan-1947||http://us.imdb.com/M/title-exact?Crossfire%20(1947)|0|0|0|0|0|0|1|0|0|0|1|0|0|0|0|0|0|0|0 +1065|Koyaanisqatsi (1983)|01-Jan-1983||http://us.imdb.com/M/title-exact?Koyaanisqatsi%20(1983)|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|1|0 +1066|Balto (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Balto%20(1995)|0|0|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +1067|Bottle Rocket (1996)|21-Feb-1996||http://us.imdb.com/M/title-exact?Bottle%20Rocket%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1068|Star Maker, The (Uomo delle stelle, L') (1995)|01-Mar-1996||http://us.imdb.com/M/title-exact?Uomo%20delle%20stelle,%20L'%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1069|Amateur (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Amateur%20(1994)|0|0|0|0|0|0|1|0|1|0|0|0|0|0|0|0|1|0|0 +1070|Living in Oblivion (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Living%20in%20Oblivion%20(1995)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1071|Party Girl (1995)|01-Jan-1995||http://us.imdb.com/Title?Party+Girl+(1995/I)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1072|Pyromaniac's Love Story, A (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Pyromaniac's%20Love%20Story,%20A%20(1995)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +1073|Shallow Grave (1994)|01-Jan-1994||http://us.imdb.com/Title?Shallow+Grave+(1994)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +1074|Reality Bites (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Reality%20Bites%20(1994)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +1075|Man of No Importance, A (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Man%20of%20No%20Importance,%20A%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1076|Pagemaster, The (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Pagemaster,%20The%20(1994)|0|1|1|1|1|0|0|0|0|1|0|0|0|0|0|0|0|0|0 +1077|Love and a .45 (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Love%20and%20a%20.45%20(1994)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +1078|Oliver & Company (1988)|29-Mar-1988||http://us.imdb.com/M/title-exact?Oliver%20&%20Company%20(1988)|0|0|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +1079|Joe's Apartment (1996)|26-Jul-1996||http://us.imdb.com/M/title-exact?Joe's%20Apartment%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|1|0|0|0|0|0|0 +1080|Celestial Clockwork (1994)|12-Jul-1996||http://us.imdb.com/Title?Cort%E1zar+(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1081|Curdled (1996)|27-Sep-1996||http://us.imdb.com/M/title-exact?Curdled%20(1996)|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0 +1082|Female Perversions (1996)|25-Apr-1997||http://us.imdb.com/M/title-exact?Female%20Perversions%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1083|Albino Alligator (1996)|17-Jan-1997||http://us.imdb.com/M/title-exact?Albino%20Alligator%20(1996)|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|1|0|0 +1084|Anne Frank Remembered (1995)|23-Feb-1996||http://us.imdb.com/M/title-exact?Anne%20Frank%20Remembered%20(1995)|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0 +1085|Carried Away (1996)|29-Mar-1996||http://us.imdb.com/M/title-exact?Carried%20Away%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +1086|It's My Party (1995)|22-Mar-1996||http://us.imdb.com/M/title-exact?It's%20My%20Party%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1087|Bloodsport 2 (1995)|01-Mar-1996||http://us.imdb.com/M/title-exact?Bloodsport%202%20%281995%29|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +1088|Double Team (1997)|04-Apr-1997||http://us.imdb.com/M/title-exact?Double%20Team%20%281997%29|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +1089|Speed 2: Cruise Control (1997)|13-Jun-1997||http://us.imdb.com/M/title-exact?Speed%202%3A%20Cruise%20Control%20%281997%29|0|1|0|0|0|0|0|0|0|0|0|0|0|0|1|0|1|0|0 +1090|Sliver (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Sliver%20(1993)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +1091|Pete's Dragon (1977)|01-Jan-1977||http://us.imdb.com/M/title-exact?Pete's%20Dragon%20(1977)|0|0|1|1|1|0|0|0|0|0|0|0|1|0|0|0|0|0|0 +1092|Dear God (1996)|01-Nov-1996||http://us.imdb.com/M/title-exact?Dear%20God%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1093|Live Nude Girls (1995)|01-Mar-1996||http://us.imdb.com/M/title-exact?Live%20Nude%20Girls%20(1995)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1094|Thin Line Between Love and Hate, A (1996)|03-Apr-1996||http://us.imdb.com/M/title-exact?Thin%20Line%20Between%20Love%20and%20Hate,%20A%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1095|High School High (1996)|25-Oct-1996||http://us.imdb.com/M/title-exact?High%20School%20High%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1096|Commandments (1997)|02-May-1997||http://us.imdb.com/Title?Commandments+(1997)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0 +1097|Hate (Haine, La) (1995)|09-Feb-1996||http://us.imdb.com/M/title-exact?Haine,%20La%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1098|Flirting With Disaster (1996)|22-Mar-1996||http://us.imdb.com/M/title-exact?Flirting%20With%20Disaster%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1099|Red Firecracker, Green Firecracker (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Pao%20Da%20Shuang%20Deng%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1100|What Happened Was... (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?What%20Happened%20Was...%20(1994)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|1|0|0|0|0 +1101|Six Degrees of Separation (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Six%20Degrees%20of%20Separation%20(1993)|0|0|0|0|0|0|0|0|1|0|0|0|0|1|0|0|0|0|0 +1102|Two Much (1996)|01-Jan-1996||http://us.imdb.com/M/title-exact?Two%20Much%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +1103|Trust (1990)|01-Jan-1990||http://us.imdb.com/Title?Trust+(1990)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +1104|C'est arrivé près de chez vous (1992)|01-Jan-1992||http://us.imdb.com/M/title-exact?C%27est%20arriv%E9%20pr%E8s%20de%20chez%20vous%20%281992%29|0|0|0|0|0|1|1|0|1|0|0|0|0|0|0|0|0|0|0 +1105|Firestorm (1998)|09-Jan-1998||http://us.imdb.com/M/title-exact?imdb-title-120670|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +1106|Newton Boys, The (1998)|14-Mar-1998||http://us.imdb.com/Title?Newton+Boys,+The+(1998)|0|0|0|0|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0 +1107|Beyond Rangoon (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Beyond%20Rangoon%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1108|Feast of July (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Feast%20of%20July%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1109|Death and the Maiden (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Death%20and%20the%20Maiden%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|1|0|0 +1110|Tank Girl (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Tank%20Girl%20(1995)|0|1|0|0|0|1|0|0|0|0|0|0|1|0|0|1|0|0|0 +1111|Double Happiness (1994)|01-Mar-1996||http://us.imdb.com/M/title-exact?Double%20Happiness%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1112|Cobb (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Cobb%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1113|Mrs. Parker and the Vicious Circle (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Mrs.%20Parker%20and%20the%20Vicious%20Circle%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1114|Faithful (1996)|03-Apr-1996||http://us.imdb.com/M/title-exact?Faithful%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1115|Twelfth Night (1996)|25-Oct-1996||http://us.imdb.com/M/title-exact?Twelfth%20Night:%20Or%20What%20You%20Will%20(1996)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|1|0|0|0|0 +1116|Mark of Zorro, The (1940)|01-Jan-1940||http://us.imdb.com/M/title-exact?Mark%20of%20Zorro,%20The%20(1940)|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +1117|Surviving Picasso (1996)|20-Sep-1996||http://us.imdb.com/M/title-exact?Surviving%20Picasso%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1118|Up in Smoke (1978)|01-Jan-1978||http://us.imdb.com/M/title-exact?Up%20in%20Smoke%20(1978)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1119|Some Kind of Wonderful (1987)|01-Jan-1987||http://us.imdb.com/M/title-exact?Some%20Kind%20of%20Wonderful%20(1987)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +1120|I'm Not Rappaport (1996)|13-Nov-1996||http://us.imdb.com/M/title-exact?I'm%20Not%20Rappaport%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1121|Umbrellas of Cherbourg, The (Parapluies de Cherbourg, Les) (1964)|05-Apr-1996||http://us.imdb.com/M/title-exact?Parapluies%20de%20Cherbourg,%20Les%20(1964)|0|0|0|0|0|0|0|0|1|0|0|0|1|0|0|0|0|0|0 +1122|They Made Me a Criminal (1939)|01-Jan-1939||http://us.imdb.com/M/title-exact?They%20Made%20Me%20a%20Criminal%20(1939)|0|0|0|0|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0 +1123|Last Time I Saw Paris, The (1954)|01-Jan-1954||http://us.imdb.com/M/title-exact?Last%20Time%20I%20Saw%20Paris,%20The%20(1954)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1124|Farewell to Arms, A (1932)|01-Jan-1932||http://us.imdb.com/M/title-exact?Farewell%20to%20Arms,%20A%20(1932)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|1|0 +1125|Innocents, The (1961)|01-Jan-1961||http://us.imdb.com/M/title-exact?Innocents,%20The%20(1961)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +1126|Old Man and the Sea, The (1958)|01-Jan-1958||http://us.imdb.com/M/title-exact?Old%20Man%20and%20the%20Sea,%20The%20(1958)|0|0|1|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1127|Truman Show, The (1998)|01-Jan-1998||http://us.imdb.com/Title?Truman+Show,+The+(1998)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1128|Heidi Fleiss: Hollywood Madam (1995) |09-Feb-1996||http://us.imdb.com/M/title-exact?Heidi%20Fleiss:%20Hollywood%20Madam%20(1995)%20(TV)|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0 +1129|Chungking Express (1994)|16-Feb-1996||http://us.imdb.com/M/title-exact?Chongqing%20Senlin%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|1|1|0|0|0|0 +1130|Jupiter's Wife (1994)|09-Feb-1996||http://us.imdb.com/M/title-exact?Jupiter's%20Wife%20(1994)|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0 +1131|Safe (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Safe%20(1995)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +1132|Feeling Minnesota (1996)|13-Sep-1996||http://us.imdb.com/M/title-exact?Feeling%20Minnesota%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +1133|Escape to Witch Mountain (1975)|01-Jan-1975||http://us.imdb.com/M/title-exact?Escape%20to%20Witch%20Mountain%20(1975)|0|0|1|0|1|0|0|0|0|1|0|0|0|0|0|0|0|0|0 +1134|Get on the Bus (1996)|16-Oct-1996||http://us.imdb.com/M/title-exact?Get%20on%20the%20Bus%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1135|Doors, The (1991)|01-Jan-1991||http://us.imdb.com/M/title-exact?Doors,%20The%20(1991)|0|0|0|0|0|0|0|0|1|0|0|0|1|0|0|0|0|0|0 +1136|Ghosts of Mississippi (1996)|20-Dec-1996||http://us.imdb.com/M/title-exact?Ghosts%20of%20Mississippi%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1137|Beautiful Thing (1996)|09-Oct-1996||http://us.imdb.com/M/title-exact?Beautiful%20Thing%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +1138|Best Men (1997)|01-Sep-1997||http://us.imdb.com/M/title-exact/Independence%20(1997)|0|1|0|0|0|1|1|0|1|0|0|0|0|0|0|0|0|0|0 +1139|Hackers (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Hackers%20(1995)|0|1|0|0|0|0|1|0|0|0|0|0|0|0|0|0|1|0|0 +1140|Road to Wellville, The (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Road%20to%20Wellville,%20The%20(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1141|War Room, The (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?War%20Room,%20The%20(1993)|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0 +1142|When We Were Kings (1996)|14-Feb-1997||http://us.imdb.com/M/title-exact?When%20We%20Were%20Kings%20(1996)|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0 +1143|Hard Eight (1996)|28-Feb-1997||http://us.imdb.com/Title?Hard+Eight+(1996)|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|1|0|0 +1144|Quiet Room, The (1996)|02-May-1997||http://us.imdb.com/M/title-exact?Quiet%20Room%2C%20The%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1145|Blue Chips (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Blue%20Chips%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1146|Calendar Girl (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Calendar%20Girl%20(1993)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1147|My Family (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?My%20Family%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1148|Tom & Viv (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Tom%20&%20Viv%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1149|Walkabout (1971)|20-Dec-1971||http://us.imdb.com/M/title-exact?Walkabout%20(1971)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1150|Last Dance (1996)|03-May-1996||http://us.imdb.com/M/title-exact?Last%20Dance%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1151|Original Gangstas (1996)|10-May-1996||http://us.imdb.com/M/title-exact?Original%20Gangstas%20(1996)|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0 +1152|In Love and War (1996)|24-Jan-1997||http://us.imdb.com/M/title-exact?In%20Love%20and%20War%20(1996)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|1|0 +1153|Backbeat (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Backbeat%20(1993)|0|0|0|0|0|0|0|0|1|0|0|0|1|0|0|0|0|0|0 +1154|Alphaville (1965)|01-Jan-1965||http://us.imdb.com/M/title-exact?Alphaville%20(1965)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0 +1155|Rendezvous in Paris (Rendez-vous de Paris, Les) (1995)|28-Jun-1996||http://us.imdb.com/M/title-exact?Rendez-vous%20de%20Paris,%20Les%20(1995)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +1156|Cyclo (1995)|02-Aug-1996||http://us.imdb.com/M/title-exact?Cyclo%20(1995)|0|0|0|0|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0 +1157|Relic, The (1997)|17-Jan-1997||http://us.imdb.com/M/title-exact?Relic,%20The%20(1997)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0 +1158|Fille seule, La (A Single Girl) (1995)|30-Oct-1996||http://us.imdb.com/M/title-exact?Fille%20seule,%20La%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1159|Stalker (1979)|01-Jan-1979||http://us.imdb.com/M/title-exact?Stalker%20(1979)|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|1|0|0|0 +1160|Love! Valour! Compassion! (1997)|16-May-1997||http://us.imdb.com/Title?Love%21+Valour%21+Compassion%21+(1997)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +1161|Palookaville (1996)|25-Oct-1996||http://us.imdb.com/M/title-exact?Palookaville%20(1996)|0|1|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1162|Phat Beach (1996)|02-Aug-1996||http://us.imdb.com/M/title-exact?Phat%20Beach%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1163|Portrait of a Lady, The (1996)|27-Dec-1996||http://us.imdb.com/M/title-exact?Portrait%20of%20a%20Lady%2C%20The%20%281996%29|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1164|Zeus and Roxanne (1997)|10-Jan-1997||http://us.imdb.com/M/title-exact?Zeus%20and%20Roxanne%20(1997)|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +1165|Big Bully (1996)|01-Jan-1996||http://us.imdb.com/M/title-exact?Big%20Bully%20(1996)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +1166|Love & Human Remains (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Love%20&%20Human%20Remains%20(1993)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1167|Sum of Us, The (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Sum%20of%20Us,%20The%20(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1168|Little Buddha (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Little%20Buddha%20(1993)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1169|Fresh (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Fresh%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1170|Spanking the Monkey (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Spanking%20the%20Monkey%20(1994)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +1171|Wild Reeds (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Roseaux%20sauvages%2C%20Les%20%281994%29|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1172|Women, The (1939)|01-Jan-1939||http://us.imdb.com/M/title-exact?Women,%20The%20(1939)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1173|Bliss (1997)|06-Jun-1997||http://us.imdb.com/M/title-exact?Bliss%20(1997)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +1174|Caught (1996)|27-Sep-1996||http://us.imdb.com/M/title-exact?Caught%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|1|0|0 +1175|Hugo Pool (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Hugo+Pool+(1997)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0 +1176|Welcome To Sarajevo (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Welcome+To+Sarajevo+(1997)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0 +1177|Dunston Checks In (1996)|01-Jan-1996||http://us.imdb.com/M/title-exact?Dunston%20Checks%20In%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1178|Major Payne (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Major%20Payne%20(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1179|Man of the House (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Man%20of%20the%20House%20(1995)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1180|I Love Trouble (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?I%20Love%20Trouble%20(1994)|0|1|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1181|Low Down Dirty Shame, A (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Low%20Down%20Dirty%20Shame,%20A%20(1994)|0|1|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1182|Cops and Robbersons (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Cops%20and%20Robbersons%20(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1183|Cowboy Way, The (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Cowboy%20Way,%20The%20(1994)|0|1|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1184|Endless Summer 2, The (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Endless%20Summer%202,%20The%20(1994)|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0 +1185|In the Army Now (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?In%20the%20Army%20Now%20(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|1|0 +1186|Inkwell, The (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Inkwell,%20The%20(1994)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +1187|Switchblade Sisters (1975)|17-May-1975||http://us.imdb.com/M/title-exact?Switchblade%20Sisters%20(1975)|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0 +1188|Young Guns II (1990)|01-Jan-1990||http://us.imdb.com/M/title-exact?Young%20Guns%20II%20(1990)|0|1|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|1 +1189|Prefontaine (1997)|24-Jan-1997||http://us.imdb.com/M/title-exact?Prefontaine%20(1997)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1190|That Old Feeling (1997)|04-Apr-1997||http://us.imdb.com/M/title-exact?That%20Old%20Feeling%20(1997)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +1191|Letter From Death Row, A (1998)|01-Feb-1998||http://us.imdb.com/M/title-exact?Letter+From+Death+Row%2C+A+(1998)|0|0|0|0|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0 +1192|Boys of St. Vincent, The (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Boys%20of%20St.%20Vincent,%20The%20(1993)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1193|Before the Rain (Pred dozhdot) (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Pred%20dozhdot%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1194|Once Were Warriors (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Once%20Were%20Warriors%20(1994)|0|0|0|0|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0 +1195|Strawberry and Chocolate (Fresa y chocolate) (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Fresa%20y%20chocolate%20(1993)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1196|Savage Nights (Nuits fauves, Les) (1992)|01-Jan-1992||http://us.imdb.com/M/title-exact?Nuits%20fauves,%20Les%20(1992)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1197|Family Thing, A (1996)|23-Mar-1996||http://us.imdb.com/M/title-exact?Family%20Thing,%20A%20(1996)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +1198|Purple Noon (1960)|28-Jun-1960||http://us.imdb.com/M/title-exact?Plein%20soleil%20(1960)|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|1|0|0 +1199|Cemetery Man (Dellamorte Dellamore) (1994)|12-Apr-1996||http://us.imdb.com/M/title-exact?Dellamorte%20Dellamore%20(1994)|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0|0|0|0 +1200|Kim (1950)|01-Jan-1950||http://us.imdb.com/M/title-exact?Kim%20(1950)|0|0|0|0|1|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1201|Marlene Dietrich: Shadow and Light (1996) |02-Apr-1996||http://us.imdb.com/M/title-exact?Marlene%20Dietrich:%20Shadow%20and%20Light%20(1996)%20(TV)|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0 +1202|Maybe, Maybe Not (Bewegte Mann, Der) (1994)|19-Jul-1996||http://us.imdb.com/M/title-exact?Bewegte%20Mann,%20Der%20(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1203|Top Hat (1935)|01-Jan-1935||http://us.imdb.com/M/title-exact?Top%20Hat%20(1935)|0|0|0|0|0|1|0|0|0|0|0|0|1|0|1|0|0|0|0 +1204|To Be or Not to Be (1942)|01-Jan-1942||http://us.imdb.com/M/title-exact?To%20Be%20or%20Not%20to%20Be%20(1942)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|1|0 +1205|Secret Agent, The (1996)|08-Nov-1996||http://us.imdb.com/M/title-exact?Secret%20Agent,%20The%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1206|Amos & Andrew (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Amos%20&%20Andrew%20(1993)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1207|Jade (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Jade%20(1995)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +1208|Kiss of Death (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Kiss%20of%20Death%20(1995)|0|0|0|0|0|0|1|0|1|0|0|0|0|0|0|0|1|0|0 +1209|Mixed Nuts (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Mixed%20Nuts%20(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1210|Virtuosity (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Virtuosity%20(1995)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|1|0|0 +1211|Blue Sky (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Blue%20Sky%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +1212|Flesh and Bone (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Flesh%20and%20Bone%20(1993)|0|0|0|0|0|0|0|0|1|0|0|0|0|1|1|0|0|0|0 +1213|Guilty as Sin (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Guilty%20as%20Sin%20(1993)|0|0|0|0|0|0|1|0|1|0|0|0|0|0|0|0|1|0|0 +1214|In the Realm of the Senses (Ai no corrida) (1976)|08-Mar-1976||http://us.imdb.com/M/title-exact?Ai%20no%20Corrida%20(1976)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1215|Barb Wire (1996)|03-May-1996||http://us.imdb.com/M/title-exact?Barb%20Wire%20(1996)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0 +1216|Kissed (1996)|18-Apr-1997||http://us.imdb.com/M/title-exact?Kissed%20%281996%29|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0 +1217|Assassins (1995)|01-Jan-1995||http://us.imdb.com/Title?Assassins+(1995)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +1218|Friday (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Friday%20(1995)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1219|Goofy Movie, A (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Goofy%20Movie,%20A%20(1995)|0|0|0|1|1|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +1220|Higher Learning (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Higher%20Learning%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1221|When a Man Loves a Woman (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?When%20a%20Man%20Loves%20a%20Woman%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1222|Judgment Night (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Judgment%20Night%20(1993)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +1223|King of the Hill (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?King%20of%20the%20Hill%20(1993)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1224|Scout, The (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Scout,%20The%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1225|Angus (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Angus%20(1995)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1226|Night Falls on Manhattan (1997)|16-May-1997||http://us.imdb.com/M/title-exact?Night%20Falls%20on%20Manhattan%20(1997)|0|0|0|0|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0 +1227|Awfully Big Adventure, An (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Awfully%20Big%20Adventure,%20An%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1228|Under Siege 2: Dark Territory (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Under%20Siege%202:%20Dark%20Territory%20(1995)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +1229|Poison Ivy II (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Poison%20Ivy%20II%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|1|0|0 +1230|Ready to Wear (Pret-A-Porter) (1994)|01-Jan-1994||http://us.imdb.com/Title?Pr%EAt-%E0-Porter+(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1231|Marked for Death (1990)|01-Jan-1990||http://us.imdb.com/M/title-exact?Marked%20for%20Death%20(1990)|0|1|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1232|Madonna: Truth or Dare (1991)|01-Jan-1991||http://us.imdb.com/M/title-exact?Madonna:%20Truth%20or%20Dare%20(1991)|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0 +1233|Nénette et Boni (1996)|01-Jan-1996||http://us.imdb.com/Title?N%E9nette+et+Boni+(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1234|Chairman of the Board (1998)|01-Jan-1998||http://us.imdb.com/Title?Chairman+of+the+Board+(1998)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1235|Big Bang Theory, The (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?imdb-title-109266|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0 +1236|Other Voices, Other Rooms (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?imdb-title-119845|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1237|Twisted (1996)|01-Jan-1996||http://us.imdb.com/M/title-exact?imdb-title-117994|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +1238|Full Speed (1996)|01-Jan-1996||http://us.imdb.com/M/title-exact?imdb-title-118230|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1239|Cutthroat Island (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Cutthroat%20Island%20(1995)|0|1|1|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0 +1240|Ghost in the Shell (Kokaku kidotai) (1995)|12-Apr-1996||http://us.imdb.com/M/title-exact?Kokaku%20Kidotai%20(1995)|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0 +1241|Van, The (1996)|27-Jun-1997||http://us.imdb.com/M/title-exact?Van%2C%20The%20(1996)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +1242|Old Lady Who Walked in the Sea, The (Vieille qui marchait dans la mer, La) (1991)|01-Jan-1991||http://us.imdb.com/M/title-exact?Vieille%20qui%20marchait%20dans%20la%20mer,%20La%20(1991)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1243|Night Flier (1997)|06-Feb-1998||http://us.imdb.com/M/title-exact?Night+Flier+(1997)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0 +1244|Metro (1997)|17-Jan-1997||http://us.imdb.com/M/title-exact?Metro%20(1997)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +1245|Gridlock'd (1997)|29-Jan-1997||http://us.imdb.com/M/title-exact?Gridlock'd%20(1997)|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0 +1246|Bushwhacked (1995)|01-Jan-1995||http://us.imdb.com/Title?Bushwhacked+(1995/I)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1247|Bad Girls (1994)|01-Jan-1994||http://us.imdb.com/Title?Bad+Girls+(1994/I)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1 +1248|Blink (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Blink%20(1994)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +1249|For Love or Money (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?For%20Love%20or%20Money%20(1993)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1250|Best of the Best 3: No Turning Back (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Best%20of%20the%20Best%203:%20No%20Turning%20Back%20(1995)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +1251|A Chef in Love (1996)|25-Apr-1997||http://us.imdb.com/M/title-exact?Mille%20et%20une%20recettes%20du%20cuisinier%20amoureux%2C%20Les%20%281996%29|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1252|Contempt (Mépris, Le) (1963)|27-Jun-1997||http://us.imdb.com/M/title-exact?M%E9pris%2C+Le+(1963)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1253|Tie That Binds, The (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Tie%20That%20Binds,%20The%20(1995)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +1254|Gone Fishin' (1997)|30-May-1997||http://us.imdb.com/M/title-exact?Gone%20Fishin'%20(1997)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1255|Broken English (1996)|02-May-1997||http://us.imdb.com/M/title-exact?Broken%20English%20%281996%29|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1256|Designated Mourner, The (1997)|23-May-1997||http://us.imdb.com/M/title-exact?Designated%20Mourner%2C%20The%20%281997%29|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1257|Designated Mourner, The (1997)|23-May-1997||http://us.imdb.com/M/title-exact?Designated%20Mourner%2C%20The%20%281997%29|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1258|Trial and Error (1997)|30-May-1997||http://us.imdb.com/M/title-exact?Trial%20and%20Error%20%281997%29|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +1259|Pie in the Sky (1995)|09-Feb-1996||http://us.imdb.com/M/title-exact?Pie%20in%20the%20Sky%20(1995)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +1260|Total Eclipse (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Total%20Eclipse%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1261|Run of the Country, The (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Run%20of%20the%20Country,%20The%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1262|Walking and Talking (1996)|12-Jul-1996||http://us.imdb.com/M/title-exact?Walking%20and%20Talking%20(1996)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0 +1263|Foxfire (1996)|23-Aug-1996||http://us.imdb.com/M/title-exact?Foxfire%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1264|Nothing to Lose (1994)|16-Aug-1996||http://us.imdb.com/M/title-exact?Nothing%20to%20Lose%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1265|Star Maps (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Star+Maps+(1997)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1266|Bread and Chocolate (Pane e cioccolata) (1973)|01-Jan-1973||http://us.imdb.com/M/title-exact?Pane%20e%20Cioccolata%20(1973)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1267|Clockers (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Clockers%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1268|Bitter Moon (1992)|01-Jan-1992||http://us.imdb.com/M/title-exact?Lunes%20de%20fiel%20(1992)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1269|Love in the Afternoon (1957)|01-Jan-1957||http://us.imdb.com/M/title-exact?Love%20in%20the%20Afternoon%20(1957)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +1270|Life with Mikey (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Life%20with%20Mikey%20(1993)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1271|North (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?North%20(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1272|Talking About Sex (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Talking%20About%20Sex%20(1994)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +1273|Color of Night (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Color%20of%20Night%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|1|0|0 +1274|Robocop 3 (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Robocop%203%20(1993)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|1|0|0 +1275|Killer (Bulletproof Heart) (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Killer%20(1994)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +1276|Sunset Park (1996)|26-Apr-1996||http://us.imdb.com/M/title-exact?Sunset%20Park%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1277|Set It Off (1996)|25-Sep-1996||http://us.imdb.com/M/title-exact?Set%20It%20Off%20(1996)|0|1|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0 +1278|Selena (1997)|21-Mar-1997||http://us.imdb.com/M/title-exact?Selena%20(1997)|0|0|0|0|0|0|0|0|1|0|0|0|1|0|0|0|0|0|0 +1279|Wild America (1997)|04-Jul-1997||http://us.imdb.com/M/title-exact?Wild+America+(1997)|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +1280|Gang Related (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Gang+Related+(1997)|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0 +1281|Manny & Lo (1996)|26-Jul-1996||http://us.imdb.com/M/title-exact?Manny%20&%20Lo%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1282|Grass Harp, The (1995)|11-Oct-1996||http://us.imdb.com/M/title-exact?Grass%20Harp,%20The%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1283|Out to Sea (1997)|04-Jul-1997||http://us.imdb.com/M/title-exact?Out+to+Sea+(1997)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1284|Before and After (1996)|23-Feb-1996||http://us.imdb.com/M/title-exact?Before%20and%20After%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|1|0|0|0|0|0 +1285|Princess Caraboo (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Princess%20Caraboo%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1286|Shall We Dance? (1937)|01-Jan-1937||http://us.imdb.com/M/title-exact?Shall%20We%20Dance?%20(1937)|0|0|0|0|0|1|0|0|0|0|0|0|1|0|1|0|0|0|0 +1287|Ed (1996)|08-Mar-1996||http://us.imdb.com/M/title-exact?Ed%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1288|Denise Calls Up (1995)|29-Mar-1996||http://us.imdb.com/M/title-exact?Denise%20Calls%20Up%20(1995)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1289|Jack and Sarah (1995)|22-Mar-1996||http://us.imdb.com/M/title-exact?Jack%20and%20Sarah%20(1995)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0 +1290|Country Life (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Country%20Life%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +1291|Celtic Pride (1996)|19-Apr-1996||http://us.imdb.com/M/title-exact?Celtic%20Pride%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1292|Simple Wish, A (1997)|11-Jul-1997||http://us.imdb.com/M/title-exact?Simple+Wish%2C+A+(1997)|0|0|0|0|1|0|0|0|0|1|0|0|0|0|0|0|0|0|0 +1293|Star Kid (1997)|16-Jan-1998||http://us.imdb.com/M/title-exact?imdb-title-120478|0|0|1|0|1|0|0|0|0|1|0|0|0|0|0|1|0|0|0 +1294|Ayn Rand: A Sense of Life (1997)|13-Feb-1998||http://us.imdb.com/Title?Ayn+Rand%3A+A+Sense+of+Life+(1997)|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0 +1295|Kicked in the Head (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Kicked+in+the+Head+(1997)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +1296|Indian Summer (1996)|01-Jan-1996||http://us.imdb.com/M/title-exact?Indian+Summer+(1996)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +1297|Love Affair (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Love%20Affair%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +1298|Band Wagon, The (1953)|01-Jan-1953||http://us.imdb.com/M/title-exact?Band%20Wagon,%20The%20(1953)|0|0|0|0|0|1|0|0|0|0|0|0|1|0|0|0|0|0|0 +1299|Penny Serenade (1941)|01-Jan-1941||http://us.imdb.com/M/title-exact?Penny%20Serenade%20(1941)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +1300|'Til There Was You (1997)|30-May-1997||http://us.imdb.com/Title?%27Til+There+Was+You+(1997)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +1301|Stripes (1981)|01-Jan-1981||http://us.imdb.com/M/title-exact?Stripes+(1981)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1302|Late Bloomers (1996)|06-Jun-1997||http://us.imdb.com/M/title-exact?Late%20Bloomers%20%281996%29|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1303|Getaway, The (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Getaway,%20The%20(1994)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +1304|New York Cop (1996)|01-Jan-1996||http://us.imdb.com/Title?New+York+Cop+(1996)|0|1|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0 +1305|National Lampoon's Senior Trip (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?National%20Lampoon's%20Senior%20Trip%20(1995)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1306|Delta of Venus (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Delta%20of%20Venus%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1307|Carmen Miranda: Bananas Is My Business (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Carmen%20Miranda:%20Bananas%20Is%20My%20Business%20(1994)|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0 +1308|Babyfever (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Babyfever%20(1994)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +1309|Very Natural Thing, A (1974)|01-Jan-1974||http://us.imdb.com/M/title-exact?Very%20Natural%20Thing,%20A%20(1974)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1310|Walk in the Sun, A (1945)|01-Jan-1945||http://us.imdb.com/M/title-exact?Walk%20in%20the%20Sun,%20A%20(1945)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1311|Waiting to Exhale (1995)|15-Jan-1996||http://us.imdb.com/M/title-exact?Waiting%20to%20Exhale%20(1995)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +1312|Pompatus of Love, The (1996)|26-Jul-1996||http://us.imdb.com/M/title-exact?Pompatus%20of%20Love,%20The%20(1996)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +1313|Palmetto (1998)|20-Feb-1998||http://us.imdb.com/M/title-exact?Palmetto+(1998)|0|0|0|0|0|0|0|0|0|0|1|0|0|1|0|0|1|0|0 +1314|Surviving the Game (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Surviving%20the%20Game%20(1994)|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +1315|Inventing the Abbotts (1997)|04-Apr-1997||http://us.imdb.com/M/title-exact?Inventing%20the%20Abbotts%20%281997%29|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +1316|Horse Whisperer, The (1998)|25-Dec-1997||http://us.imdb.com/M/title-exact?imdb-title-119314|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1317|Journey of August King, The (1995)|22-Mar-1996||http://us.imdb.com/M/title-exact?Journey%20of%20August%20King,%20The%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1318|Catwalk (1995)|07-Jun-1996||http://us.imdb.com/Title?Catwalk+(1995/I)|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0 +1319|Neon Bible, The (1995)|01-Mar-1996||http://us.imdb.com/M/title-exact?Neon%20Bible,%20The%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1320|Homage (1995)|03-May-1996||http://us.imdb.com/M/title-exact?Homage%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1321|Open Season (1996)|10-May-1996||http://us.imdb.com/Title?Open+Season+(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1322|Metisse (Café au Lait) (1993)|01-Jan-1993||http://us.imdb.com/Title?M%E9tisse+(1993)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1323|Wooden Man's Bride, The (Wu Kui) (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Wu%20Kui%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1324|Loaded (1994)|12-Apr-1996||http://us.imdb.com/M/title-exact?Loaded%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|1|0|0 +1325|August (1996)|12-Apr-1996||http://us.imdb.com/M/title-exact?August%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1326|Boys (1996)|10-May-1996||http://us.imdb.com/M/title-exact?Boys%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1327|Captives (1994)|16-Sep-1994||http://us.imdb.com/Title?Captives+(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1328|Of Love and Shadows (1994)|10-May-1996||http://us.imdb.com/M/title-exact?Of%20Love%20and%20Shadows%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1329|Low Life, The (1994)|10-May-1996||http://us.imdb.com/Title?Low+Life,+The+(1994/I)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1330|An Unforgettable Summer (1994)|01-Jan-1994||http://us.imdb.com/Title?Un+%E9t%E9+inoubliable+(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1331|Last Klezmer: Leopold Kozlowski, His Life and Music, The (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Last%20Klezmer%3A%20Leopold%20Kozlowski%2C%20His%20Life%20and%20Music%2C%20The%20%281995%29|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0 +1332|My Life and Times With Antonin Artaud (En compagnie d'Antonin Artaud) (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?En%20compagnie%20d'Antonin%20Artaud%20(1993)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1333|Midnight Dancers (Sibak) (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Sibak%20(1994)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +1334|Somebody to Love (1994)|14-Jun-1996||http://us.imdb.com/Title?Somebody+to+Love+(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1335|American Buffalo (1996)|13-Sep-1996||http://us.imdb.com/M/title-exact?American%20Buffalo%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1336|Kazaam (1996)|17-Jul-1996||http://us.imdb.com/M/title-exact?Kazaam%20(1996)|0|0|0|0|1|1|0|0|0|1|0|0|0|0|0|0|0|0|0 +1337|Larger Than Life (1996)|01-Nov-1996||http://us.imdb.com/M/title-exact?Larger%20Than%20Life%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1338|Two Deaths (1995)|09-Aug-1996||http://us.imdb.com/Title?Two+Deaths+(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1339|Stefano Quantestorie (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Stefano%20Quantestorie%20%281993%29|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +1340|Crude Oasis, The (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Crude%20Oasis,%20The%20(1995)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0 +1341|Hedd Wyn (1992)|01-Jan-1992||http://us.imdb.com/M/title-exact?Hedd%20Wyn%20(1992)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1342|Convent, The (Convento, O) (1995)|14-Jun-1996||http://us.imdb.com/M/title-exact?Convento,%20O%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1343|Lotto Land (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Lotto%20Land%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1344|Story of Xinghua, The (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Story%20of%20Xinghua,%20The%20(1993)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1345|Day the Sun Turned Cold, The (Tianguo niezi) (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Tianguo%20Niezi%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1346|Dingo (1992)|01-Jan-1992||http://us.imdb.com/M/title-exact?Dingo%20(1992)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1347|Ballad of Narayama, The (Narayama Bushiko) (1958)|01-Jan-1958||http://us.imdb.com/M/title-exact?Narayama%20Bushiko%20%281958%29|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1348|Every Other Weekend (1990)|01-Jan-1990||http://us.imdb.com/Title?Un+week-end+sur+deux+(1990)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1349|Mille bolle blu (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Mille%20bolle%20blu%20(1993)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1350|Crows and Sparrows (1949)|01-Jan-1949||http://us.imdb.com/Title?Wuya+yu+maque+(1949)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1351|Lover's Knot (1996)|12-Jul-1996||http://us.imdb.com/M/title-exact?Lover's%20Knot%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1352|Shadow of Angels (Schatten der Engel) (1976)|01-Jan-1976||http://us.imdb.com/M/title-exact?Schatten%20der%20Engel%20(1976)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1353|1-900 (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?06%20(1994)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0 +1354|Venice/Venice (1992)|01-Jan-1992||http://us.imdb.com/M/title-exact?Venice/Venice%20(1992)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1355|Infinity (1996)|04-Oct-1996||http://us.imdb.com/M/title-exact?Infinity%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1356|Ed's Next Move (1996)|04-Oct-1996||http://us.imdb.com/M/title-exact?Ed%27s%20Next%20Move%20%281996%29|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1357|For the Moment (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?For%20the%20Moment%20(1994)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|1|0 +1358|The Deadly Cure (1996)|16-Sep-1996|||0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +1359|Boys in Venice (1996)|24-Sep-1996|||0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1360|Sexual Life of the Belgians, The (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Vie%20sexuelle%20des%20Belges,%20La%20(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1361|Search for One-eye Jimmy, The (1996)|01-Jan-1996||http://us.imdb.com/M/title-exact?Search%20for%20One-eye%20Jimmy,%20The%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1362|American Strays (1996)|13-Sep-1996||http://us.imdb.com/M/title-exact?American%20Strays%20(1996)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +1363|Leopard Son, The (1996)|27-Sep-1996||http://us.imdb.com/M/title-exact?Leopard%20Son,%20The%20(1996)|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0 +1364|Bird of Prey (1996)|04-Oct-1996||http://us.imdb.com/M/title-exact?Bird%20of%20Prey%20(1996)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +1365|Johnny 100 Pesos (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Johnny%20100%20Pesos%20(1993)|0|1|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1366|JLG/JLG - autoportrait de décembre (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?JLG/JLG%20-%20autoportrait%20de%20d%E9cembre%20%281994%29|0|0|0|0|0|0|0|1|1|0|0|0|0|0|0|0|0|0|0 +1367|Faust (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Faust%20%281994%29|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +1368|Mina Tannenbaum (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Mina%20Tannenbaum%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1369|Forbidden Christ, The (Cristo proibito, Il) (1950)|01-Jan-1950||http://us.imdb.com/M/title-exact?Cristo%20proibito%2C%20Il%20%281950%29|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1370|I Can't Sleep (J'ai pas sommeil) (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?J'ai%20pas%20sommeil%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|1|0|0 +1371|Machine, The (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Machine,%20La%20(1994)|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0|0|0|0 +1372|Stranger, The (1994)|01-Jan-1994||http://us.imdb.com/Title?Stranger,+The+(1994/II)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +1373|Good Morning (1971)|4-Feb-1971||http://us.imdb.com/M/title-exact?Good%20Morning%20(1971)|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +1374|Falling in Love Again (1980)|01-Jan-1980||http://us.imdb.com/M/title-exact?Falling%20in%20Love%20Again%20(1980)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1375|Cement Garden, The (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Cement%20Garden,%20The%20(1993)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1376|Meet Wally Sparks (1997)|31-Jan-1997||http://us.imdb.com/M/title-exact?Meet%20Wally%20Sparks%20(1997)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1377|Hotel de Love (1996)|07-Feb-1997||http://us.imdb.com/M/title-exact?Hotel%20de%20Love%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +1378|Rhyme & Reason (1997)|05-Mar-1997||http://us.imdb.com/M/title-exact?Rhyme%20%26%20Reason%20(1997)|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0 +1379|Love and Other Catastrophes (1996)|28-Mar-1997||http://us.imdb.com/M/title-exact?Love%20and%20Other%20Catastrophes%20%281996%29|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0 +1380|Hollow Reed (1996)|02-May-1997||http://us.imdb.com/Title?Hollow+Reed+(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1381|Losing Chase (1996)|01-Jan-1996||http://us.imdb.com/M/title-exact?Losing%20Chase%20%281996%29|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1382|Bonheur, Le (1965)|16-May-1997||http://us.imdb.com/M/title-exact?Bonheur%2C%20Le%20%281965%29|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1383|Second Jungle Book: Mowgli & Baloo, The (1997)|16-May-1997||http://us.imdb.com/M/title-exact?Second%20Jungle%20Book%3A%20Mowgli%20%26%20Baloo%2C%20The%20%281997%29|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +1384|Squeeze (1996)|13-Jun-1997||http://us.imdb.com/M/title-exact?Squeeze%20%281996%29|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1385|Roseanna's Grave (For Roseanna) (1997)|20-Jun-1997||http://us.imdb.com/M/title-exact?Roseanna%27s+Grave+(1997)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +1386|Tetsuo II: Body Hammer (1992)|20-Jun-1997||http://us.imdb.com/M/title-exact?Tetsuo+II%3A+Body+Hammer+(1992)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0 +1387|Fall (1997)|27-Jun-1997||http://us.imdb.com/M/title-exact?Fall+(1997)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0 +1388|Gabbeh (1996)|27-Jun-1997||http://us.imdb.com/M/title-exact?Gabbeh+(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1389|Mondo (1996)|27-Jun-1997||http://us.imdb.com/M/title-exact?Mondo+(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1390|Innocent Sleep, The (1995)|27-Jun-1997||http://us.imdb.com/M/title-exact?Innocent+Sleep%2C+The+(1995)|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0 +1391|For Ever Mozart (1996)|04-Jul-1997||http://us.imdb.com/M/title-exact?For+Ever+Mozart+(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1392|Locusts, The (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Locusts%2C+The+(1997)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1393|Stag (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Stag+(1997)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +1394|Swept from the Sea (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Swept+from+the+Sea+(1997)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0 +1395|Hurricane Streets (1998)|01-Jan-1998||http://us.imdb.com/Title?Hurricane+Streets+(1998)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1396|Stonewall (1995)|26-Jul-1996||http://us.imdb.com/M/title-exact?Stonewall%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1397|Of Human Bondage (1934)|01-Jan-1934||http://us.imdb.com/M/title-exact?Of%20Human%20Bondage%20(1934)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1398|Anna (1996)|13-Nov-1996||http://us.imdb.com/M/title-exact?Anna%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1399|Stranger in the House (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?imdb-title-120222|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +1400|Picture Bride (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Picture%20Bride%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +1401|M. Butterfly (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?M.%20Butterfly%20(1993)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1402|Ciao, Professore! (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Io%20speriamo%20che%20me%20la%20cavo%20(1993)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1403|Caro Diario (Dear Diary) (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Caro%20diario%20(1994)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +1404|Withnail and I (1987)|01-Jan-1987||http://us.imdb.com/M/title-exact?Withnail%20and%20I%20(1987)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1405|Boy's Life 2 (1997)|07-Mar-1997||http://us.imdb.com/M/title-exact?Boy%27s%20Life%202%20(1997)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1406|When Night Is Falling (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?When%20Night%20is%20Falling%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +1407|Specialist, The (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Specialist,%20The%20(1994)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +1408|Gordy (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Gordy%20(1995)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1409|Swan Princess, The (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Swan%20Princess,%20The%20(1994)|0|0|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +1410|Harlem (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Harlem%20(1993)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1411|Barbarella (1968)|01-Jan-1968||http://us.imdb.com/M/title-exact?Barbarella%20(1968)|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0 +1412|Land Before Time III: The Time of the Great Giving (1995) (V)|01-Jan-1995||http://us.imdb.com/M/title-exact?Land%20Before%20Time%20III%3A%20The%20Time%20of%20the%20Great%20Giving%20%281995%29%20%28V%29|0|0|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +1413|Street Fighter (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Street%20Fighter%20(1994)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +1414|Coldblooded (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Coldblooded%20(1995)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +1415|Next Karate Kid, The (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Next%20Karate%20Kid,%20The%20(1994)|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +1416|No Escape (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?No%20Escape%20(1994)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0 +1417|Turning, The (1992)|02-May-1997||http://us.imdb.com/M/title-exact?Turning%2C%20The%20%281992%29|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1418|Joy Luck Club, The (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Joy+Luck+Club%2C+The+(1993)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1419|Highlander III: The Sorcerer (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Highlander%20III:%20The%20Sorcerer%20(1994)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0 +1420|Gilligan's Island: The Movie (1998)|01-Jan-1997||http://us.imdb.com/M/title-exact?imdb-title-119195|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1421|My Crazy Life (Mi vida loca) (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Mi%20vida%20loca%20(1993)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1422|Suture (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Suture%20(1993)|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0 +1423|Walking Dead, The (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Walking%20Dead,%20The%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0 +1424|I Like It Like That (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?I%20Like%20It%20Like%20That%20(1994)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|1|0|0|0|0 +1425|I'll Do Anything (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?I'll%20Do%20Anything%20(1994)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +1426|Grace of My Heart (1996)|13-Sep-1996||http://us.imdb.com/M/title-exact?Grace%20of%20My%20Heart%20(1996)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +1427|Drunks (1995)|01-Nov-1996||http://us.imdb.com/M/title-exact?Drunks%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1428|SubUrbia (1997)|07-Feb-1997||http://us.imdb.com/M/title-exact?SubUrbia%20(1997)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1429|Sliding Doors (1998)|01-Jan-1998||http://us.imdb.com/Title?Sliding+Doors+(1998)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +1430|Ill Gotten Gains (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?imdb-title-119352|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1431|Legal Deceit (1997)|01-Jan-1997||http://us.imdb.com/Title?Legal+Deceit+(1997)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +1432|Mighty, The (1998)|09-Oct-1998||http://us.imdb.com/Title?Mighty,+The+(1998)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1433|Men of Means (1998)|01-Jan-1997||http://us.imdb.com/M/title-exact?imdb-title-119655|0|1|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1434|Shooting Fish (1997)|16-Jan-1998||http://us.imdb.com/M/title-exact?imdb-title-120122|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0 +1435|Steal Big, Steal Little (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Steal%20Big,%20Steal%20Little%20(1995)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1436|Mr. Jones (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Mr.%20Jones%20(1993)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +1437|House Party 3 (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?House%20Party%203%20(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1438|Panther (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Panther%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1439|Jason's Lyric (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Jason's%20Lyric%20(1994)|0|0|0|0|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0 +1440|Above the Rim (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Above%20the%20Rim%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1441|Moonlight and Valentino (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Moonlight%20and%20Valentino%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +1442|Scarlet Letter, The (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Scarlet%20Letter,%20The%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1443|8 Seconds (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?8%20Seconds%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1444|That Darn Cat! (1965)|01-Jan-1965||http://us.imdb.com/Title?That+Darn+Cat%21+(1965)|0|0|0|0|1|1|0|0|0|0|0|0|0|1|0|0|0|0|0 +1445|Ladybird Ladybird (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Ladybird%20Ladybird%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1446|Bye Bye, Love (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Bye%20Bye,%20Love%20(1995)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1447|Century (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Century%20(1993)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1448|My Favorite Season (1993)|19-Apr-1996||http://us.imdb.com/Title?Ma+saison+pr%E9f%E9r%E9e+(1993)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1449|Pather Panchali (1955)|22-Mar-1996||http://us.imdb.com/M/title-exact?Pather%20Panchali%20(1955)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1450|Golden Earrings (1947)|01-Jan-1947||http://us.imdb.com/M/title-exact?Golden%20Earrings%20%281947%29|0|0|1|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0 +1451|Foreign Correspondent (1940)|01-Jan-1940||http://us.imdb.com/M/title-exact?Foreign%20Correspondent%20(1940)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +1452|Lady of Burlesque (1943)|01-Jan-1943||http://us.imdb.com/M/title-exact?Lady%20of%20Burlesque%20(1943)|0|0|0|0|0|1|0|0|0|0|0|0|0|1|0|0|0|0|0 +1453|Angel on My Shoulder (1946)|01-Jan-1946||http://us.imdb.com/M/title-exact?Angel%20on%20My%20Shoulder%20(1946)|0|0|0|0|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0 +1454|Angel and the Badman (1947)|01-Jan-1947||http://us.imdb.com/M/title-exact?Angel%20and%20the%20Badman%20(1947)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1 +1455|Outlaw, The (1943)|01-Jan-1943||http://us.imdb.com/M/title-exact?Outlaw,%20The%20(1943)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1 +1456|Beat the Devil (1954)|01-Jan-1954||http://us.imdb.com/M/title-exact?Beat%20the%20Devil%20(1954)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +1457|Love Is All There Is (1996)|11-Oct-1996||http://us.imdb.com/M/title-exact?Love%20Is%20All%20There%20Is%20(1996)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +1458|Damsel in Distress, A (1937)|01-Jan-1937||http://us.imdb.com/M/title-exact?Damsel%20in%20Distress,%20A%20(1937)|0|0|0|0|0|1|0|0|0|0|0|0|1|0|1|0|0|0|0 +1459|Madame Butterfly (1995)|20-Sep-1996||http://us.imdb.com/M/title-exact?Madame%20Butterfly%20(1995)|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0 +1460|Sleepover (1995)|25-Oct-1996||http://us.imdb.com/M/title-exact?Sleepover%20(1995)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +1461|Here Comes Cookie (1935)|01-Jan-1935||http://us.imdb.com/M/title-exact?Here%20Comes%20Cookie%20(1935)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1462|Thieves (Voleurs, Les) (1996)|25-Dec-1996||http://us.imdb.com/M/title-exact?Voleurs,%20Les%20(1996)|0|0|0|0|0|0|1|0|1|0|0|0|0|0|1|0|0|0|0 +1463|Boys, Les (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?imdb-title-118764|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1464|Stars Fell on Henrietta, The (1995)|01-Jan-1995||http://us.imdb.com/Title?Stars+Fell+on+Henrietta,+The+(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1465|Last Summer in the Hamptons (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Last%20Summer%20in%20the%20Hamptons%20(1995)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +1466|Margaret's Museum (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Margaret's%20Museum%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1467|Saint of Fort Washington, The (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Saint%20of%20Fort%20Washington,%20The%20(1993)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1468|Cure, The (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Cure,%20The%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1469|Tom and Huck (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Tom%20and%20Huck%20(1995)|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +1470|Gumby: The Movie (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Gumby:%20The%20Movie%20(1995)|0|0|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +1471|Hideaway (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Hideaway%20(1995)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +1472|Visitors, The (Visiteurs, Les) (1993)|19-Jul-1996||http://us.imdb.com/M/title-exact?Visiteurs,%20Les%20(1993)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|1|0|0|0 +1473|Little Princess, The (1939)|01-Jan-1939||http://us.imdb.com/M/title-exact?Little%20Princess,%20The%20(1939)|0|0|0|0|1|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1474|Nina Takes a Lover (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Nina%20Takes%20a%20Lover%20(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +1475|Bhaji on the Beach (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Bhaji%20on%20the%20Beach%20(1993)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +1476|Raw Deal (1948)|01-Jan-1948||http://us.imdb.com/M/title-exact?Raw%20Deal%20(1948)|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0 +1477|Nightwatch (1997)|22-Apr-1997||http://us.imdb.com/M/title-exact?Nightwatch%20(1997)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|1|0|0 +1478|Dead Presidents (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Dead%20Presidents%20(1995)|0|1|0|0|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0 +1479|Reckless (1995)|01-Jan-1995||http://us.imdb.com/Title?Reckless+(1995/I)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1480|Herbie Rides Again (1974)|01-Jan-1974||http://us.imdb.com/M/title-exact?Herbie%20Rides%20Again%20(1974)|0|0|1|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1481|S.F.W. (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?S.F.W.%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1482|Gate of Heavenly Peace, The (1995)|10-May-1996||http://us.imdb.com/M/title-exact?Gate%20of%20Heavenly%20Peace,%20The%20(1995)|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0 +1483|Man in the Iron Mask, The (1998)|17-Mar-1998||http://us.imdb.com/Title?Man+in+the+Iron+Mask,+The+(1998/I)|0|1|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +1484|Jerky Boys, The (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Jerky%20Boys,%20The%20(1994)|0|1|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1485|Colonel Chabert, Le (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Colonel%20Chabert,%20Le%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|1|0 +1486|Girl in the Cadillac (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Girl%20in%20the%20Cadillac%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1487|Even Cowgirls Get the Blues (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Even%20Cowgirls%20Get%20the%20Blues%20(1993)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +1488|Germinal (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Germinal%20(1993)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1489|Chasers (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Chasers%20(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1490|Fausto (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Fausto%20%281993%29|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1491|Tough and Deadly (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Tough%20and%20Deadly%20(1995)|0|1|0|0|0|0|0|0|1|0|0|0|0|0|0|0|1|0|0 +1492|Window to Paris (1994)|01-Jan-1994||http://us.imdb.com/Title?Okno+v+Parizh+(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1493|Modern Affair, A (1995)|06-Sep-1996||http://us.imdb.com/M/title-exact?Modern%20Affair,%20A%20(1995)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0 +1494|Mostro, Il (1994)|19-Apr-1996||http://us.imdb.com/M/title-exact?Mostro,%20Il%20(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1495|Flirt (1995)|07-Aug-1996||http://us.imdb.com/Title?Flirt+(1995/I)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1496|Carpool (1996)|23-Aug-1996||http://us.imdb.com/M/title-exact?Carpool%20(1996)|0|0|0|0|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0 +1497|Line King: Al Hirschfeld, The (1996)|11-Oct-1996||http://us.imdb.com/M/title-exact?Line%20King,%20The%20(1996)|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0 +1498|Farmer & Chase (1995)|10-Jan-1997||http://us.imdb.com/M/title-exact?Farmer%20&%20Chase%20(1995)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1499|Grosse Fatigue (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Grosse%20fatigue%20(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1500|Santa with Muscles (1996)|08-Nov-1996||http://us.imdb.com/M/title-exact?Santa%20with%20Muscles%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1501|Prisoner of the Mountains (Kavkazsky Plennik) (1996)|31-Jan-1997||http://us.imdb.com/M/title-exact?Kavkazsky%20Plennik%20(1996)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0 +1502|Naked in New York (1994)|01-Jan-1994||http://us.imdb.com/Title?Naked+in+New+York+(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +1503|Gold Diggers: The Secret of Bear Mountain (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Gold%20Diggers:%20The%20Secret%20of%20Bear%20Mountain%20(1995)|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +1504|Bewegte Mann, Der (1994)|12-Jul-1996||http://us.imdb.com/M/title-exact?Bewegte%20Mann%2C%20Der%20%281994%29|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1505|Killer: A Journal of Murder (1995)|06-Sep-1996||http://us.imdb.com/M/title-exact?Killer:%20A%20Journal%20of%20Murder%20(1995)|0|0|0|0|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0 +1506|Nelly & Monsieur Arnaud (1995)|12-Apr-1996||http://us.imdb.com/M/title-exact?Nelly%20%26%20Monsieur%20Arnaud%20%281995%29|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1507|Three Lives and Only One Death (1996)|11-Oct-1996||http://us.imdb.com/M/title-exact?Trois%20vies%20et%20une%20seule%20mort%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1508|Babysitter, The (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Babysitter,%20The%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|1|0|0 +1509|Getting Even with Dad (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Getting%20Even%20with%20Dad%20(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1510|Mad Dog Time (1996)|08-Nov-1996||http://us.imdb.com/M/title-exact?Mad%20Dog%20Time%20(1996)|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0 +1511|Children of the Revolution (1996)|01-May-1997||http://us.imdb.com/M/title-exact?Children%20of%20the%20Revolution%20%281996%29|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1512|World of Apu, The (Apur Sansar) (1959)|05-Apr-1996||http://us.imdb.com/M/title-exact?Apur%20Sansar%20(1959)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1513|Sprung (1997)|14-May-1997||http://us.imdb.com/M/title-exact?Sprung%20%281997%29|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1514|Dream With the Fishes (1997)|20-Jun-1997||http://us.imdb.com/M/title-exact?Dream+With+the+Fishes+(1997)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1515|Wings of Courage (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Wings%20of%20Courage%20(1995)|0|0|1|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0 +1516|Wedding Gift, The (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Wedding%20Gift,%20The%20(1994)%20(TV)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1517|Race the Sun (1996)|01-Jan-1996||http://us.imdb.com/M/title-exact?Race%20the%20Sun%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1518|Losing Isaiah (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Losing%20Isaiah%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1519|New Jersey Drive (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?New%20Jersey%20Drive%20(1995)|0|0|0|0|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0 +1520|Fear, The (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Fear,%20The%20(1995)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0 +1521|Mr. Wonderful (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Mr.%20Wonderful%20(1993)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +1522|Trial by Jury (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Trial%20by%20Jury%20(1994)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +1523|Good Man in Africa, A (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Good%20Man%20in%20Africa,%20A%20(1994)|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +1524|Kaspar Hauser (1993)|07-Jun-1996||http://us.imdb.com/Title?Kaspar+Hauser+(1993)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1525|Object of My Affection, The (1998)|20-Mar-1998||http://us.imdb.com/Title?Object+of+My+Affection,+The+(1998)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +1526|Witness (1985)|01-Jan-1985||http://us.imdb.com/M/title-exact?Witness+(1985)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|1|0|0 +1527|Senseless (1998)|09-Jan-1998||http://us.imdb.com/M/title-exact?imdb-title-120820|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1528|Nowhere (1997)|09-May-1997||http://us.imdb.com/M/title-exact?Nowhere%20%281997%29|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1529|Underground (1995)|29-Mar-1996||http://us.imdb.com/M/title-exact?Underground%20(1995)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0 +1530|Jefferson in Paris (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Jefferson%20in%20Paris%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1531|Far From Home: The Adventures of Yellow Dog (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Far%20From%20Home:%20The%20Adventures%20of%20Yellow%20Dog%20(1995)|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +1532|Foreign Student (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Foreign%20Student%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1533|I Don't Want to Talk About It (De eso no se habla) (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?De%20Eso%20No%20Se%20Habla%20(1993)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1534|Twin Town (1997)|30-May-1997||http://us.imdb.com/M/title-exact?Twin%20Town%20%281997%29|0|0|0|0|0|1|1|0|0|0|0|0|0|0|0|0|0|0|0 +1535|Enfer, L' (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Enfer,%20L'%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1536|Aiqing wansui (1994)|22-Jul-1996||http://us.imdb.com/M/title-exact?Aiqing%20Wansui%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1537|Cosi (1996)|11-Apr-1997||http://us.imdb.com/M/title-exact?Cosi%20(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1538|All Over Me (1997)|25-Apr-1997||http://us.imdb.com/M/title-exact?All%20Over%20Me%20%281997%29|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1539|Being Human (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Being%20Human%20(1993)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1540|Amazing Panda Adventure, The (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Amazing%20Panda%20Adventure,%20The%20(1995)|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +1541|Beans of Egypt, Maine, The (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Beans%20of%20Egypt,%20Maine,%20The%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1542|Scarlet Letter, The (1926)|01-Jan-1926||http://us.imdb.com/M/title-exact?Scarlet%20Letter,%20The%20(1926)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1543|Johns (1996)|18-Oct-1996||http://us.imdb.com/M/title-exact?Johns%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1544|It Takes Two (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?It%20Takes%20Two%20(1995)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1545|Frankie Starlight (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Frankie%20Starlight%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|1|0|0|0|0 +1546|Shadows (Cienie) (1988)|01-Jan-1988||http://us.imdb.com/M/title-exact?Cienie%20(1988)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1547|Show, The (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Show,%20The%20(1995)|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0 +1548|The Courtyard (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Courtyard,%20The%20(1995)%20(TV)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +1549|Dream Man (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Dream%20Man%20(1995)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +1550|Destiny Turns on the Radio (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Destiny%20Turns%20on%20the%20Radio%20(1995)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1551|Glass Shield, The (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Glass%20Shield,%20The%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1552|Hunted, The (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Hunted,%20The%20(1995)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +1553|Underneath, The (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Underneath,%20The%20(1995)|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|1|0|0 +1554|Safe Passage (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Safe%20Passage%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1555|Secret Adventures of Tom Thumb, The (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Secret%20Adventures%20of%20Tom%20Thumb,%20The%20(1993)|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0 +1556|Condition Red (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Condition%20Red%20(1995)|0|1|0|0|0|0|0|0|1|0|0|0|0|0|0|0|1|0|0 +1557|Yankee Zulu (1994)|16-Feb-1996||http://us.imdb.com/M/title-exact?Yankee%20Zulu%20(1994)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +1558|Aparajito (1956)|29-Mar-1996||http://us.imdb.com/M/title-exact?Aparajito%20(1956)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1559|Hostile Intentions (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Hostile%20Intentions%20(1994)|0|1|0|0|0|0|0|0|1|0|0|0|0|0|0|0|1|0|0 +1560|Clean Slate (Coup de Torchon) (1981)|01-Jan-1981||http://us.imdb.com/M/title-exact?Coup%20de%20torchon%20(1981)|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0 +1561|Tigrero: A Film That Was Never Made (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Tigrero:%20A%20Film%20That%20Was%20Never%20Made%20(1994)|0|0|0|0|0|0|0|1|1|0|0|0|0|0|0|0|0|0|0 +1562|Eye of Vichy, The (Oeil de Vichy, L') (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Oeil%20de%20Vichy,%20L'%20(1993)|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0 +1563|Promise, The (Versprechen, Das) (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Versprechen,%20Das%20(1994)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0 +1564|To Cross the Rubicon (1991)|01-Jan-1991||http://us.imdb.com/M/title-exact?To%20Cross%20the%20Rubicon%20(1991)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1565|Daens (1992)|01-Jan-1992||http://us.imdb.com/M/title-exact?Daens%20(1992)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1566|Man from Down Under, The (1943)|01-Jan-1943||http://us.imdb.com/Title?Man+from+Down+Under,+The+(1943)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1567|Careful (1992)|01-Jan-1992||http://us.imdb.com/M/title-exact?Careful%20(1992)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1568|Vermont Is For Lovers (1992)|01-Jan-1992||http://us.imdb.com/M/title-exact?Vermont%20Is%20For%20Lovers%20(1992)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +1569|Vie est belle, La (Life is Rosey) (1987)|01-Jan-1987||http://us.imdb.com/M/title-exact?Vie%20est%20belle,%20La%20(1987)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +1570|Quartier Mozart (1992)|01-Jan-1992||http://us.imdb.com/M/title-exact?Quartier%20Mozart%20(1992)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1571|Touki Bouki (Journey of the Hyena) (1973)|01-Jan-1973||http://us.imdb.com/M/title-exact?Touki%20Bouki%20(1973)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1572|Wend Kuuni (God's Gift) (1982)|01-Jan-1982||http://us.imdb.com/M/title-exact?Wend%20Kuuni%20(1982)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1573|Spirits of the Dead (Tre passi nel delirio) (1968)|01-Jan-1968||http://us.imdb.com/M/title-exact?Tre%20passi%20nel%20delirio%20(1968)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0 +1574|Pharaoh's Army (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Pharaoh's%20Army%20(1995)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0 +1575|I, Worst of All (Yo, la peor de todas) (1990)|01-Jan-1990||http://us.imdb.com/M/title-exact?Yo,%20la%20Peor%20de%20Todas%20(1990)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1576|Hungarian Fairy Tale, A (1987)|01-Jan-1987||http://us.imdb.com/M/title-exact?Hol%20volt,%20hol%20nem%20volt%20(1987)|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0 +1577|Death in the Garden (Mort en ce jardin, La) (1956)|01-Jan-1956||http://us.imdb.com/Title?Mort+en+ce+jardin,+La+(1956)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1578|Collectionneuse, La (1967)|01-Jan-1967||http://us.imdb.com/M/title-exact?Collectionneuse,%20La%20(1967)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1579|Baton Rouge (1988)|01-Jan-1988||http://us.imdb.com/Title?B%E2ton+rouge+(1988)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +1580|Liebelei (1933)|01-Jan-1933||http://us.imdb.com/M/title-exact?Liebelei%20(1933)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0 +1581|Woman in Question, The (1950)|01-Jan-1950||http://us.imdb.com/M/title-exact?Woman%20in%20Question,%20The%20(1950)|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0 +1582|T-Men (1947)|01-Jan-1947||http://us.imdb.com/M/title-exact?T-Men%20(1947)|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0 +1583|Invitation, The (Zaproszenie) (1986)|01-Jan-1986||http://us.imdb.com/M/title-exact?Zaproszenie%20(1986)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1584|Symphonie pastorale, La (1946)|01-Jan-1946||http://us.imdb.com/M/title-exact?Symphonie%20pastorale,%20La%20(1946)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1585|American Dream (1990)|01-Jan-1990||http://us.imdb.com/M/title-exact?American%20Dream%20(1990)|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0 +1586|Lashou shentan (1992)|01-Jan-1992||http://us.imdb.com/M/title-exact?Lashou%20Shentan%20(1992)|0|1|0|0|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0 +1587|Terror in a Texas Town (1958)|01-Jan-1958||http://us.imdb.com/M/title-exact?Terror%20in%20a%20Texas%20Town%20(1958)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1 +1588|Salut cousin! (1996)|21-Feb-1997||http://us.imdb.com/M/title-exact?Salut%20cousin!%20(1996)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +1589|Schizopolis (1996)|23-May-1997||http://us.imdb.com/Title?Schizopolis+(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1590|To Have, or Not (1995)|06-Jun-1997||http://us.imdb.com/M/title-exact?En%20avoir%20%28ou%20pas%29%20%281995%29|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1591|Duoluo tianshi (1995)|21-Jan-1998||http://us.imdb.com/M/title-exact?imdb-title-112913|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1592|Magic Hour, The (1998)|30-Jan-1998||http://us.imdb.com/M/title-exact?imdb-title-119594|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1593|Death in Brunswick (1991)|16-Aug-1996||http://us.imdb.com/M/title-exact?Death%20in%20Brunswick%20(1991)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1594|Everest (1998)|10-Mar-1998||http://us.imdb.com/Title?Everest+(1998)|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0 +1595|Shopping (1994)|09-Feb-1996||http://us.imdb.com/M/title-exact?Shopping%20(1994)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +1596|Nemesis 2: Nebula (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Nemesis%202:%20Nebula%20(1995)|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0|1|1|0|0 +1597|Romper Stomper (1992)|01-Jan-1992||http://us.imdb.com/M/title-exact?Romper%20Stomper%20(1992)|0|1|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1598|City of Industry (1997)|14-Mar-1997||http://us.imdb.com/M/title-exact?City%20of%20Industry%20(1997)|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|1|0|0 +1599|Someone Else's America (1995)|10-May-1996||http://us.imdb.com/M/title-exact?Someone%20Else's%20America%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1600|Guantanamera (1994)|16-May-1997||http://us.imdb.com/M/title-exact?Guantanamera%20(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1601|Office Killer (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?imdb-title-119819|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +1602|Price Above Rubies, A (1998)|20-Mar-1998||http://us.imdb.com/Title?Price+Above+Rubies,+A+(1998)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1603|Angela (1995)|16-Feb-1996||http://us.imdb.com/M/title-exact?Angela%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1604|He Walked by Night (1948)|01-Jan-1948||http://us.imdb.com/M/title-exact?He%20Walked%20by%20Night%20(1948)|0|0|0|0|0|0|1|0|0|0|1|0|0|0|0|0|1|0|0 +1605|Love Serenade (1996)|11-Jul-1997||http://us.imdb.com/M/title-exact?Love+Serenade+(1996)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1606|Deceiver (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Liar+(1997)|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0 +1607|Hurricane Streets (1998)|01-Jan-1998||http://us.imdb.com/Title?Hurricane+Streets+(1998)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1608|Buddy (1997)|06-Jun-1997||http://us.imdb.com/M/title-exact?Buddy%20%281997%29|0|0|1|0|1|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1609|B*A*P*S (1997)|28-Mar-1997||http://us.imdb.com/M/title-exact?B%2EA%2EP%2ES%2E%20(1997)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1610|Truth or Consequences, N.M. (1997)|02-May-1997||http://us.imdb.com/Title?Truth+or+Consequences,+N.M.+(1997)|0|1|0|0|0|0|1|0|0|0|0|0|0|0|1|0|0|0|0 +1611|Intimate Relations (1996)|09-May-1997||http://us.imdb.com/M/title-exact?Intimate%20Relations%20%281996%29|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1612|Leading Man, The (1996)|16-Jan-1998||http://us.imdb.com/M/title-exact?imdb-title-116845|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0 +1613|Tokyo Fist (1995)|11-Feb-1998||http://us.imdb.com/M/title-exact?Tokyo+Fist+(1995)|0|1|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1614|Reluctant Debutante, The (1958)|01-Jan-1958||http://us.imdb.com/M/title-exact?Reluctant%20Debutante,%20The%20(1958)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +1615|Warriors of Virtue (1997)|02-May-1997||http://us.imdb.com/M/title-exact?Warriors%20of%20Virtue%20%281997%29|0|1|1|0|1|0|0|0|0|1|0|0|0|0|0|0|0|0|0 +1616|Desert Winds (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Desert%20Winds%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1617|Hugo Pool (1997)|01-Jan-1997||http://us.imdb.com/M/title-exact?Hugo+Pool+(1997)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0 +1618|King of New York (1990)|01-Jan-1990||http://us.imdb.com/Title?King+of+New+York+(1990)|0|1|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0 +1619|All Things Fair (1996)|08-Mar-1996||http://us.imdb.com/Title?Lust+och+f%E4gring+stor+(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1620|Sixth Man, The (1997)|28-Mar-1997||http://us.imdb.com/M/title-exact?Sixth%20Man%2C%20The%20(1997)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1621|Butterfly Kiss (1995)|26-Apr-1996||http://us.imdb.com/M/title-exact?Butterfly%20Kiss%20(1995)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +1622|Paris, France (1993)|01-Jan-1993||http://us.imdb.com/M/title-exact?Paris,%20France%20(1993)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1623|Cérémonie, La (1995)|20-Dec-1996||http://us.imdb.com/M/title-exact?C%E9r%E9monie%2C%20La%20%281995%29|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1624|Hush (1998)|10-Mar-1998||http://us.imdb.com/Title?Hush+(1998)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0 +1625|Nightwatch (1997)|22-Apr-1997||http://us.imdb.com/M/title-exact?Nightwatch%20(1997)|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0|1|0|0 +1626|Nobody Loves Me (Keiner liebt mich) (1994)|09-Feb-1996||http://us.imdb.com/M/title-exact?Keiner%20liebt%20mich%20(1994)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +1627|Wife, The (1995)|26-Jul-1996||http://us.imdb.com/Title?Wife,+The+(1995)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +1628|Lamerica (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Lamerica%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1629|Nico Icon (1995)|01-Jan-1995||http://us.imdb.com/M/title-exact?Nico%20Icon%20(1995)|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0 +1630|Silence of the Palace, The (Saimt el Qusur) (1994)|02-Feb-1996||http://us.imdb.com/M/title-exact?Saimt%20el%20Qusur%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1631|Slingshot, The (1993)|01-Jan-1993||http://us.imdb.com/Title?K%E5disbellan+(1993)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +1632|Land and Freedom (Tierra y libertad) (1995)|29-Mar-1996||http://us.imdb.com/M/title-exact?Tierra%20y%20libertad%20(1995)|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0 +1633|Á köldum klaka (Cold Fever) (1994)|08-Mar-1996||http://us.imdb.com/Title?%C1+k%F6ldum+klaka+(1994)|0|0|0|0|0|1|0|0|1|0|0|0|0|0|0|0|0|0|0 +1634|Etz Hadomim Tafus (Under the Domin Tree) (1994)|19-Apr-1996||http://us.imdb.com/M/title-exact?Etz%20Hadomim%20Tafus%20(1994)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1635|Two Friends (1986) |26-Apr-1986||http://us.imdb.com/M/title-exact?Two%20Friends%20(1986)%20(TV)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1636|Brothers in Trouble (1995)|26-Apr-1996||http://us.imdb.com/M/title-exact?Brothers%20in%20Trouble%20(1995)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1637|Girls Town (1996)|23-Aug-1996||http://us.imdb.com/M/title-exact?Girls%20Town%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1638|Normal Life (1996)|25-Oct-1996||http://us.imdb.com/M/title-exact?Normal%20Life%20(1996)|0|0|0|0|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0 +1639|Bitter Sugar (Azucar Amargo) (1996)|22-Nov-1996||http://us.imdb.com/M/title-exact?Bitter%20Sugar%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1640|Eighth Day, The (1996)|01-Nov-1996||http://us.imdb.com/Title?Huiti%E8me+jour,+Le+(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1641|Dadetown (1995)|18-Sep-1996||http://us.imdb.com/M/title-exact?Dadetown%20(1995)|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0 +1642|Some Mother's Son (1996)|27-Dec-1996||http://us.imdb.com/M/title-exact?Some%20Mother's%20Son%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1643|Angel Baby (1995)|10-Jan-1997||http://us.imdb.com/Title?Angel+Baby+(1995/I)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1644|Sudden Manhattan (1996)|13-Jun-1997||http://us.imdb.com/M/title-exact?Sudden%20Manhattan%20%281996%29|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1645|Butcher Boy, The (1998)|01-Jan-1998||http://us.imdb.com/M/title-exact?imdb-title-118804|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1646|Men With Guns (1997)|06-Mar-1998||http://us.imdb.com/Title?Men+with+Guns+(1997/I)|0|1|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1647|Hana-bi (1997)|20-Mar-1998||http://us.imdb.com/Title?Hana-bi+(1997)|0|0|0|0|0|1|1|0|1|0|0|0|0|0|0|0|0|0|0 +1648|Niagara, Niagara (1997)|20-Mar-1998||http://us.imdb.com/Title?Niagara,+Niagara+(1997)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1649|Big One, The (1997)|27-Mar-1998||http://us.imdb.com/Title?Big+One,+The+(1997)|0|0|0|0|0|1|0|1|0|0|0|0|0|0|0|0|0|0|0 +1650|Butcher Boy, The (1998)|01-Jan-1998||http://us.imdb.com/M/title-exact?imdb-title-118804|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1651|Spanish Prisoner, The (1997)|27-Mar-1998||http://us.imdb.com/Title?Spanish+Prisoner,+The+(1997)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|1|0|0 +1652|Temptress Moon (Feng Yue) (1996)|13-Jun-1997||http://us.imdb.com/M/title-exact?Feng%20Yue%20%281996%29|0|0|0|0|0|0|0|0|0|0|0|0|0|0|1|0|0|0|0 +1653|Entertaining Angels: The Dorothy Day Story (1996)|27-Sep-1996||http://us.imdb.com/M/title-exact?Entertaining%20Angels:%20The%20Dorothy%20Day%20Story%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1654|Chairman of the Board (1998)|01-Jan-1998||http://us.imdb.com/Title?Chairman+of+the+Board+(1998)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0|0|0|0 +1655|Favor, The (1994)|01-Jan-1994||http://us.imdb.com/M/title-exact?Favor,%20The%20(1994)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +1656|Little City (1998)|20-Feb-1998||http://us.imdb.com/M/title-exact?Little+City+(1998)|0|0|0|0|0|1|0|0|0|0|0|0|0|0|1|0|0|0|0 +1657|Target (1995)|28-Feb-1996||http://us.imdb.com/M/title-exact?Target%20(1995)|0|1|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 +1658|Substance of Fire, The (1996)|06-Dec-1996||http://us.imdb.com/M/title-exact?Substance%20of%20Fire,%20The%20(1996)|0|0|0|0|0|0|0|0|1|0|0|0|0|0|0|0|0|0|0 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5 0 +20 20 4 0 +20 70 2 0 diff --git a/Datasets/toy-example/train.csv b/Datasets/toy-example/train.csv new file mode 100644 index 0000000..72cdf07 --- /dev/null +++ b/Datasets/toy-example/train.csv @@ -0,0 +1,10 @@ +0 0 3 0 +0 10 4 0 +0 40 5 0 +0 70 4 0 +10 10 1 0 +10 20 2 0 +10 30 3 0 +20 30 5 0 +20 50 3 0 +20 60 4 0 diff --git a/P0. Data preparation.ipynb b/P0. Data preparation.ipynb new file mode 100644 index 0000000..d3206e1 --- /dev/null +++ b/P0. Data preparation.ipynb @@ -0,0 +1,689 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Building train and test sets" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "# if you don't have some library installed try using pip or pip3 to install it - you can do it from the notebook\n", + "# example: !pip install tqdm\n", + "# also on labs it's better to use python3 kernel - ipython3 notebook\n", + "\n", + "import pandas as pd\n", + "import numpy as np\n", + "import scipy.sparse as sparse\n", + "import time\n", + "import random\n", + "import evaluation_measures as ev\n", + "import matplotlib\n", + "import matplotlib.pyplot as plt\n", + "\n", + "# df = pd.DataFrame(np.loadtxt( './Datasets/ml-1m.dat',delimiter='::'))\n", + "df=pd.read_csv('./Datasets/ml-100k/u.data',delimiter='\\t', header=None)\n", + "df.columns=['user', 'item', 'rating', 'timestamp']\n", + "\n", + "from sklearn.model_selection import train_test_split\n", + "\n", + "train, test = train_test_split(df, test_size=0.2, random_state=30)\n", + "\n", + "train.to_csv('./Datasets/ml-100k/train.csv', sep='\\t', header=None, index=False)\n", + "test.to_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None, index=False)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Interactions properties" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### How data looks like?" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " user item rating timestamp\n", + "0 196 242 3 881250949\n", + "1 186 302 3 891717742\n", + "2 22 377 1 878887116\n", + "3 244 51 2 880606923\n", + "4 166 346 1 886397596" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df[:5]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Sample properties" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "We have 943 users, 1682 items and 100000 ratings.\n", + "\n", + "Average number of ratings per user is 106.04. \n", + "\n", + "Average number of ratings per item is 59.453.\n", + "\n", + "Data sparsity (% of missing entries) is 6.3047%.\n" + ] + } + ], + "source": [ + "users, items, ratings=len(set(df['user'])), len(set(df['item'])), len(df)\n", + "\n", + "print('We have {} users, {} items and {} ratings.\\n'.format(users, items, ratings))\n", + "\n", + "print('Average number of ratings per user is {}. \\n'.format(round(ratings/users,2)))\n", + "print('Average number of ratings per item is {}.\\n'.format(round(ratings/items,4)))\n", + "print('Data sparsity (% of missing entries) is {}%.'.format(round(100*ratings/(users*items),4)))" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "items_per_user=df.groupby(['user']).count()['rating']\n", + "\n", + "plt.figure(figsize=(16,8))\n", + "plt.hist(items_per_user, bins=100)\n", + "\n", + "# Let's add median\n", + "t=items_per_user.median()\n", + "plt.axvline(t, color='k', linestyle='dashed', linewidth=1)\n", + "plt.text(t*1.1, plt.ylim()[1]*0.9, 'Median: {:.0f}'.format(t))\n", + "\n", + "# Let's add also some percentiles\n", + "t=items_per_user.quantile(0.25)\n", + "plt.axvline(t, color='k', linestyle='dashed', linewidth=1)\n", + "plt.text(t*1.1, plt.ylim()[1]*0.95, '25% quantile: {:.0f}'.format(t))\n", + "\n", + "t=items_per_user.quantile(0.75)\n", + "plt.axvline(t, color='k', linestyle='dashed', linewidth=1)\n", + "plt.text(t*1.05, plt.ylim()[1]*0.95, '75% quantile: {:.0f}'.format(t))\n", + "\n", + "plt.title('Number of ratings per user', fontsize=30)\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "items_per_user=df.groupby(['item']).count()['rating']\n", + "\n", + "plt.figure(figsize=(16,8))\n", + "plt.hist(items_per_user, bins=100)\n", + "\n", + "# Let's add median\n", + "t=items_per_user.median()\n", + "plt.axvline(t, color='k', linestyle='dashed', linewidth=1)\n", + "plt.text(t*1.1, plt.ylim()[1]*0.9, 'Median: {:.0f}'.format(t))\n", + "\n", + "# Let's add also some percentiles\n", + "t=items_per_user.quantile(0.25)\n", + "plt.axvline(t, color='k', linestyle='dashed', linewidth=1)\n", + "plt.text(t*1.1, plt.ylim()[1]*0.95, '25% quantile: {:.0f}'.format(t))\n", + "\n", + "t=items_per_user.quantile(0.75)\n", + "plt.axvline(t, color='k', linestyle='dashed', linewidth=1)\n", + "plt.text(t*1.05, plt.ylim()[1]*0.95, '75% quantile: {:.0f}'.format(t))\n", + "\n", + "plt.title('Number of ratings per item', fontsize=30)\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "rating\n", + "1 0.06110\n", + "2 0.11370\n", + "3 0.27145\n", + "4 0.34174\n", + "5 0.21201\n", + "Name: user, dtype: float64" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df.groupby(['rating']).count()['user']/len(df)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Item attributes" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "genres = pd.read_csv('./Datasets/ml-100k/u.genre', sep='|', header=None,\n", + " encoding='latin-1')\n", + "genres=dict(zip(genres[1], genres[0]))" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "{0: 'unknown',\n", + " 1: 'Action',\n", + " 2: 'Adventure',\n", + " 3: 'Animation',\n", + " 4: \"Children's\",\n", + " 5: 'Comedy',\n", + " 6: 'Crime',\n", + " 7: 'Documentary',\n", + " 8: 'Drama',\n", + " 9: 'Fantasy',\n", + " 10: 'Film-Noir',\n", + " 11: 'Horror',\n", + " 12: 'Musical',\n", + " 13: 'Mystery',\n", + " 14: 'Romance',\n", + " 15: 'Sci-Fi',\n", + " 16: 'Thriller',\n", + " 17: 'War',\n", + " 18: 'Western'}" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "genres" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [], + "source": [ + "movies = pd.read_csv('./Datasets/ml-100k/u.item', sep='|', encoding='latin-1', header=None)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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12GoldenEye (1995)Action, Adventure, Thriller
23Four Rooms (1995)Thriller
34Get Shorty (1995)Action, Comedy, Drama
45Copycat (1995)Crime, Drama, Thriller
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" + ], + "text/plain": [ + " id title genres\n", + "0 1 Toy Story (1995) Animation, Children's, Comedy\n", + "1 2 GoldenEye (1995) Action, Adventure, Thriller\n", + "2 3 Four Rooms (1995) Thriller\n", + "3 4 Get Shorty (1995) Action, Comedy, Drama\n", + "4 5 Copycat (1995) Crime, Drama, Thriller" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "movies.to_csv('./Datasets/ml-100k/movies.csv', index=False)\n", + "movies[:5]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Toy example" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [], + "source": [ + "import os\n", + "if not os.path.exists('./Datasets/toy-example/'):\n", + " os.mkdir('./Datasets/toy-example/')" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [], + "source": [ + "toy_train=pd.DataFrame([[0,0,3,0], [0,10,4,0], [0,40,5,0], [0,70,4,0],\n", + " [10,10,1,0], [10,20,2,0], [10,30,3,0],\n", + " [20,30,5,0], [20,50,3,0], [20,60,4,0]])\n", + "toy_test=pd.DataFrame([[0,60,3,0],\n", + " [10,40,5,0],\n", + " [20,0,5,0], [20,20,4,0], [20,70,2,0]])\n", + "\n", + "toy_train.to_csv('./Datasets/toy-example/train.csv', sep='\\t', header=None, index=False)\n", + "toy_test.to_csv('./Datasets/toy-example/test.csv', sep='\\t', header=None, index=False)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.8.3" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/P1. Baseline.ipynb b/P1. Baseline.ipynb new file mode 100644 index 0000000..83d2099 --- /dev/null +++ b/P1. Baseline.ipynb @@ -0,0 +1,1376 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Preparing dataset" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import pandas as pd\n", + "import numpy as np\n", + "import scipy.sparse as sparse\n", + "from collections import defaultdict\n", + "from itertools import chain\n", + "import random\n", + "\n", + "train_read=pd.read_csv('./Datasets/ml-100k/train.csv', sep='\\t', header=None, names=['user', 'item', 'rating', 'timestamp'])\n", + "test_read=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None, names=['user', 'item', 'rating', 'timestamp'])" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "# Let's prepare dataset\n", + "train_and_test=pd.concat([train_read, test_read], axis=0, ignore_index=True)\n", + "train_and_test['user_code'] = train_and_test['user'].astype(\"category\").cat.codes\n", + "train_and_test['item_code'] = train_and_test['item'].astype(\"category\").cat.codes\n", + "\n", + "user_code_id = dict(enumerate(train_and_test['user'].astype(\"category\").cat.categories))\n", + "user_id_code = dict((v, k) for k, v in user_code_id.items())\n", + "item_code_id = dict(enumerate(train_and_test['item'].astype(\"category\").cat.categories))\n", + "item_id_code = dict((v, k) for k, v in item_code_id.items())" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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useritemratingtimestampuser_codeitem_code
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" + ], + "text/plain": [ + " user item rating timestamp user_code item_code\n", + "0 664 525 4 876526580 663 524\n", + "1 49 1 2 888068651 48 0\n", + "2 352 273 2 884290328 351 272\n", + "3 618 96 3 891307749 617 95\n", + "4 560 24 2 879976772 559 23" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "train_and_test[:5]" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "train_df=pd.merge(train_read, train_and_test, on=list(train_read.columns))\n", + "test_df=pd.merge(test_read, train_and_test, on=list(train_read.columns))" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "# Take number of users and items\n", + "(U,I)=(train_and_test['user_code'].max()+1, train_and_test['item_code'].max()+1)\n", + "\n", + "# Create sparse csr matrices\n", + "train_ui = sparse.csr_matrix((train_df['rating'], (train_df['user_code'], train_df['item_code'])), shape=(U, I))\n", + "test_ui = sparse.csr_matrix((test_df['rating'], (test_df['user_code'], test_df['item_code'])), shape=(U, I))" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "# Above steps are the same for many algorithms, so I put the code in separate file:\n", + "import helpers\n", + "train_read=pd.read_csv('./Datasets/ml-100k/train.csv', sep='\\t', header=None)\n", + "test_read=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None)\n", + "train_ui, test_ui, user_code_id, user_id_code, item_code_id, item_id_code = helpers.data_to_csr(train_read, test_read)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### CSR matrices - what is it?" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "<3x4 sparse matrix of type ''\n", + "\twith 8 stored elements in Compressed Sparse Row format>" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "row = np.array([0, 0, 0, 1, 1, 2, 2, 2])\n", + "col = np.array([0, 1, 2, 1, 3, 2, 0, 3])\n", + "data = np.array([4, 1, 3, 2,1, 5, 2, 4])\n", + "sample_csr=sparse.csr_matrix((data, (row, col)))\n", + "sample_csr" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Ratings matrix with missing entries replaced by zeros:\n" + ] + }, + { + "data": { + "text/plain": [ + "matrix([[4, 1, 3, 0],\n", + " [0, 2, 0, 1],\n", + " [2, 0, 5, 4]], dtype=int32)" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Number of ratings: 8 \n", + "Number of users: 3 \n", + "Number of items: 4 \n", + "\n" + ] + } + ], + "source": [ + "print('Ratings matrix with missing entries replaced by zeros:')\n", + "display(sample_csr.todense())\n", + "\n", + "print('\\nNumber of ratings: {} \\nNumber of users: {} \\nNumber of items: {} \\n'\n", + " .format(sample_csr.nnz, sample_csr.shape[0], sample_csr.shape[1]))" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Ratings data: [4 1 3 2 1 2 5 4]\n", + "Regarding items: [0 1 2 1 3 0 2 3]\n", + "Where ratings from 0 to 2 belongs to user 0.\n", + "Where ratings from 3 to 4 belongs to user 1.\n", + "Where ratings from 5 to 7 belongs to user 2.\n" + ] + } + ], + "source": [ + "print('Ratings data:', sample_csr.data)\n", + "\n", + "print('Regarding items:', sample_csr.indices)\n", + "\n", + "for i in range(sample_csr.shape[0]):\n", + " print('Where ratings from {} to {} belongs to user {}.'.format(sample_csr.indptr[i], sample_csr.indptr[i+1]-1, i))" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Efficient way to access items rated by user:\n" + ] + }, + { + "data": { + "text/plain": [ + "array([ 0, 6, 10, 27, 49, 78, 95, 97, 116, 143, 153, 156, 167,\n", + " 171, 172, 173, 194, 208, 225, 473, 495, 549, 615], dtype=int32)" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "679 ns ± 11.4 ns per loop (mean ± std. dev. of 7 runs, 1000000 loops each)\n", + "Inefficient way to access items rated by user:\n" + ] + }, + { + "data": { + "text/plain": [ + "array([ 0, 6, 10, 27, 49, 78, 95, 97, 116, 143, 153, 156, 167,\n", + " 171, 172, 173, 194, 208, 225, 473, 495, 549, 615])" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "57.1 µs ± 894 ns per loop (mean ± std. dev. of 7 runs, 10000 loops each)\n" + ] + } + ], + "source": [ + "user=123\n", + "\n", + "print('Efficient way to access items rated by user:')\n", + "display(train_ui.indices[train_ui.indptr[user]:train_ui.indptr[user+1]])\n", + "%timeit train_ui.indices[train_ui.indptr[user]:train_ui.indptr[user+1]]\n", + "\n", + "print('Inefficient way to access items rated by user:')\n", + "display(train_ui[user].indices)\n", + "%timeit train_ui[user].indices" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "###### Example: subtracting row means" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Our matrix:\n" + ] + }, + { + "data": { + "text/plain": [ + "matrix([[4, 1, 3, 0],\n", + " [0, 2, 0, 1],\n", + " [2, 0, 5, 4]], dtype=int32)" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "List of row sums:\n" + ] + }, + { + "data": { + "text/plain": [ + "matrix([[ 8, 3, 11]])" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "print('Our matrix:')\n", + "display(sample_csr.todense())\n", + "print('List of row sums:')\n", + "sample_csr.sum(axis=1).ravel()" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Array with row means:\n" + ] + }, + { + "data": { + "text/plain": [ + "array([2.66666667, 1.5 , 3.66666667])" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Diagonal csr matrix with inverse of row sums on diagonal:\n" + ] + }, + { + "data": { + "text/plain": [ + "matrix([[2.66666667, 0. , 0. ],\n", + " [0. , 1.5 , 0. ],\n", + " [0. , 0. , 3.66666667]])" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Let's apply them in nonzero entries:\n" + ] + }, + { + "data": { + "text/plain": [ + "matrix([[2.66666667, 2.66666667, 2.66666667, 0. ],\n", + " [0. , 1.5 , 0. , 1.5 ],\n", + " [3.66666667, 0. , 3.66666667, 3.66666667]])" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Finally after subtraction:\n" + ] + }, + { + "data": { + "text/plain": [ + "matrix([[ 1.33333333, -1.66666667, 0.33333333, 0. ],\n", + " [ 0. , 0.5 , 0. , -0.5 ],\n", + " [-1.66666667, 0. , 1.33333333, 0.33333333]])" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "print('Array with row means:')\n", + "row_means=np.asarray(sample_csr.sum(axis=1).ravel())[0]/np.diff(sample_csr.indptr)\n", + "display(row_means)\n", + "\n", + "print('Diagonal csr matrix with inverse of row sums on diagonal:')\n", + "display(sparse.diags(row_means).todense())\n", + "\n", + "print(\"\"\"Let's apply them in nonzero entries:\"\"\")\n", + "to_subtract=sparse.diags(row_means)*sample_csr.power(0)\n", + "display(to_subtract.todense())\n", + "\n", + "print(\"Finally after subtraction:\")\n", + "sample_csr-to_subtract.todense()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "###### Transposing" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Sample matrix: \n", + " [[4 1 3 0]\n", + " [0 2 0 1]\n", + " [2 0 5 4]]\n", + "\n", + "Indices: \n", + " [0 1 2 1 3 0 2 3]\n", + "\n", + "Transposed matrix: \n", + " [[4 0 2]\n", + " [1 2 0]\n", + " [3 0 5]\n", + " [0 1 4]]\n", + "\n", + "Indices of transposed matrix: \n", + " [0 1 2 1 3 0 2 3]\n", + "\n", + "Reason: \n", + "\n", + "After converting to csr: \n", + " [0 2 0 1 0 2 1 2]\n" + ] + } + ], + "source": [ + "import numpy as np\n", + "from scipy import sparse\n", + "row = np.array([0, 0, 0, 1, 1, 2, 2, 2])\n", + "col = np.array([0, 1, 2, 1, 3, 2, 0, 3])\n", + "data = np.array([4, 1, 3, 2,1, 5, 2, 4])\n", + "sample=sparse.csr_matrix((data, (row, col)))\n", + "print('Sample matrix: \\n', sample.A)\n", + "print('\\nIndices: \\n', sample.indices)\n", + "transposed=sample.transpose()\n", + "print('\\nTransposed matrix: \\n', transposed.A)\n", + "print('\\nIndices of transposed matrix: \\n', transposed.indices)\n", + "\n", + "print('\\nReason: ', type(transposed))\n", + "\n", + "print('\\nAfter converting to csr: \\n', transposed.tocsr().indices)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Self made top popular" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [], + "source": [ + "import os\n", + "if not os.path.exists('./Recommendations generated/'):\n", + " os.mkdir('./Recommendations generated/')\n", + " os.mkdir('./Recommendations generated/ml-100k/')\n", + " os.mkdir('./Recommendations generated/toy-example/')" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [], + "source": [ + "TopPop=[]\n", + "train_iu=train_ui.transpose().tocsr()\n", + "scaling_factor=train_ui.max()/max(np.diff(train_iu.indptr))\n", + "\n", + "for i in range(train_iu.shape[0]):\n", + " TopPop.append((i, (train_iu.indptr[i+1]-train_iu.indptr[i])*scaling_factor))\n", + " \n", + "TopPop.sort(key=lambda x: x[1], reverse=True)\n", + "#TopPop is an array of pairs (item, rescaled_popularity) sorted descending from the most popular\n", + "\n", + "k=10\n", + "result=[]\n", + "\n", + "for u in range(train_ui.shape[0]):\n", + " user_rated=train_ui.indices[train_ui.indptr[u]:train_ui.indptr[u+1]]\n", + " rec_user=[]\n", + " item_pos=0\n", + " while len(rec_user)<10:\n", + " if TopPop[item_pos][0] not in user_rated:\n", + " rec_user.append((item_code_id[TopPop[item_pos][0]], TopPop[item_pos][1]))\n", + " item_pos+=1\n", + " result.append([user_code_id[u]]+list(chain(*rec_user)))\n", + "\n", + "(pd.DataFrame(result)).to_csv('Recommendations generated/ml-100k/Self_TopPop_reco.csv', index=False, header=False)\n", + "\n", + "\n", + "# estimations - score is a bit artificial since that method is not designed for scoring, but for ranking\n", + "\n", + "estimations=[]\n", + "\n", + "for user, item in zip(*test_ui.nonzero()):\n", + " estimations.append([user_code_id[user], item_code_id[item],\n", + " (train_iu.indptr[item+1]-train_iu.indptr[item])*scaling_factor])\n", + "(pd.DataFrame(estimations)).to_csv('Recommendations generated/ml-100k/Self_TopPop_estimations.csv', index=False, header=False)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Self made global average" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [], + "source": [ + "GlobalAvg=[]\n", + "avg=np.sum(train_ui)/train_ui.nnz\n", + "\n", + "for i in range(train_iu.shape[0]):\n", + " GlobalAvg.append((i, avg))\n", + " \n", + "k=10\n", + "result=[]\n", + "\n", + "for u in range(train_ui.shape[0]):\n", + " user_rated=train_ui.indices[train_ui.indptr[u]:train_ui.indptr[u+1]]\n", + " rec_user=[]\n", + " item_pos=0\n", + " while len(rec_user)<10:\n", + " if GlobalAvg[item_pos][0] not in user_rated:\n", + " rec_user.append((item_code_id[GlobalAvg[item_pos][0]], GlobalAvg[item_pos][1]))\n", + " item_pos+=1\n", + " result.append([user_code_id[u]]+list(chain(*rec_user)))\n", + "\n", + "(pd.DataFrame(result)).to_csv('Recommendations generated/ml-100k/Self_GlobalAvg_reco.csv', index=False, header=False)\n", + "\n", + "\n", + "# estimations - score is a bit artificial since that method is not designed for scoring, but for ranking\n", + "\n", + "estimations=[]\n", + "\n", + "for user, item in zip(*test_ui.nonzero()):\n", + " estimations.append([user_code_id[user], item_code_id[item], avg])\n", + "(pd.DataFrame(estimations)).to_csv('Recommendations generated/ml-100k/Self_GlobalAvg_estimations.csv', index=False, header=False)" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " 0 1 2 3 4 5 6 7 8 9 ... 11 \\\n", + "0 1 5 3.529975 10 3.529975 25 3.529975 32 3.529975 33 ... 44 \n", + "1 2 1 3.529975 2 3.529975 3 3.529975 4 3.529975 5 ... 6 \n", + "\n", + " 12 13 14 15 16 17 18 19 20 \n", + "0 3.529975 46 3.529975 50 3.529975 52 3.529975 55 3.529975 \n", + "1 3.529975 7 3.529975 8 3.529975 9 3.529975 11 3.529975 \n", + "\n", + "[2 rows x 21 columns]" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "pd.DataFrame(result)[:2]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Project task 1 - self made top rated" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [], + "source": [ + "# project task 1: implement TopRated\n", + "# Implement recommender system which will recommend movies (which user hasn't seen) with the highest average rating\n", + "# The output should be saved in 'Recommendations generated/ml-100k/Self_TopRated_reco.csv'\n", + "# and 'Recommendations generated/ml-100k/Self_TopRated_estimations.csv'" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [], + "source": [ + "TopRated=[]\n", + "train_iu=train_ui.transpose().tocsr()\n", + "for i in range(train_iu.shape[0]):\n", + " if(train_iu.indptr[i+1]-train_iu.indptr[i] != 0):\n", + " avg = np.sum(train_iu.data[train_iu.indptr[i]:train_iu.indptr[i+1]])/(train_iu.indptr[i+1]-train_iu.indptr[i])\n", + " TopRated.append((i, avg))\n", + "TopRated.sort(key=lambda x: x[1], reverse=True)\n", + "result=[]\n", + "for u in range(train_ui.shape[0]):\n", + " user_rated=train_ui.indices[train_ui.indptr[u]:train_ui.indptr[u+1]]\n", + " rec_user=[]\n", + " item_pos=0\n", + " while len(rec_user)<10:\n", + " if TopRated[item_pos][0] not in user_rated:\n", + " rec_user.append((item_code_id[TopRated[item_pos][0]], TopRated[item_pos][1]))\n", + " item_pos+=1\n", + " result.append([user_code_id[u]]+list(chain(*rec_user)))\n", + "(pd.DataFrame(result)).to_csv('Recommendations generated/ml-100k/Self_TopRated_reco.csv', index=False, header=False)\n", + "estimations=[]\n", + "for user, item in zip(*test_ui.nonzero()):\n", + " estimations.append([user_code_id[user], item_code_id[item],\n", + " (train_iu.indptr[item+1]-train_iu.indptr[item])*scaling_factor])\n", + "(pd.DataFrame(estimations)).to_csv('Recommendations generated/ml-100k/Self_TopRated_estimations.csv', index=False, header=False)\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Self-made baseline" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [], + "source": [ + "class selfBaselineUI():\n", + " \n", + " def fit(self, train_ui):\n", + " self.train_ui=train_ui.copy()\n", + " self.train_iu=train_ui.transpose().tocsr()\n", + " \n", + " result=self.train_ui.copy()\n", + " \n", + " self.row_means=np.asarray(result.sum(axis=1).ravel())[0]/np.diff(result.indptr)\n", + " \n", + " # in csr format after addition or multiplication 0 entries \"disappear\" - so some workaraunds are needed \n", + " # (other option is to define addition/multiplication in a desired way)\n", + " row_means=self.row_means.copy()\n", + " \n", + " max_row_mean=np.max(row_means)\n", + " row_means[row_means==0]=max_row_mean+1\n", + " to_subtract_rows=sparse.diags(row_means)*result.power(0)\n", + " to_subtract_rows.sort_indices() # needed to have valid .data\n", + " \n", + " subtract=to_subtract_rows.data\n", + " subtract[subtract==max_row_mean+1]=0\n", + " \n", + " result.data=result.data-subtract\n", + "# we can't do result=train_ui-to_subtract_rows since then 0 entries will \"disappear\" in csr format\n", + " self.col_means=np.divide(np.asarray(result.sum(axis=0).ravel())[0], np.diff(self.train_iu.indptr),\\\n", + " out=np.zeros(self.train_iu.shape[0]), where=np.diff(self.train_iu.indptr)!=0) # handling items without ratings\n", + " \n", + " # again - it is possible that some mean will be zero, so let's use the same workaround\n", + " col_means=self.col_means.copy()\n", + " \n", + " max_col_mean=np.max(col_means)\n", + " col_means[col_means==0]=max_col_mean+1\n", + " to_subtract_cols=result.power(0)*sparse.diags(col_means)\n", + " to_subtract_cols.sort_indices() # needed to have valid .data\n", + " \n", + " subtract=to_subtract_cols.data\n", + " subtract[subtract==max_col_mean+1]=0\n", + " \n", + " result.data=result.data-subtract\n", + "\n", + " return result\n", + " \n", + " \n", + " def recommend(self, user_code_id, item_code_id, topK=10):\n", + " estimations=np.tile(self.row_means[:,None], [1, self.train_ui.shape[1]]) +np.tile(self.col_means, [self.train_ui.shape[0], 1])\n", + " \n", + " top_k = defaultdict(list)\n", + " for nb_user, user in enumerate(estimations):\n", + " \n", + " user_rated=self.train_ui.indices[self.train_ui.indptr[nb_user]:self.train_ui.indptr[nb_user+1]]\n", + " for item, score in enumerate(user):\n", + " if item not in user_rated:\n", + " top_k[user_code_id[nb_user]].append((item_code_id[item], score))\n", + " result=[]\n", + " # Let's choose k best items in the format: (user, item1, score1, item2, score2, ...)\n", + " for uid, item_scores in top_k.items():\n", + " item_scores.sort(key=lambda x: x[1], reverse=True)\n", + " result.append([uid]+list(chain(*item_scores[:topK])))\n", + " return result\n", + " \n", + " def estimate(self, user_code_id, item_code_id, test_ui):\n", + " result=[]\n", + " for user, item in zip(*test_ui.nonzero()):\n", + " result.append([user_code_id[user], item_code_id[item], self.row_means[user]+self.col_means[item]])\n", + " return result" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Training data:\n" + ] + }, + { + "data": { + "text/plain": [ + "matrix([[3, 4, 0, 0, 5, 0, 0, 4],\n", + " [0, 1, 2, 3, 0, 0, 0, 0],\n", + " [0, 0, 0, 5, 0, 3, 4, 0]], dtype=int64)" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "After subtracting rows and columns:\n" + ] + }, + { + "data": { + "text/plain": [ + "matrix([[ 0. , 0.5, 0. , 0. , 0. , 0. , 0. , 0. ],\n", + " [ 0. , -0.5, 0. , 0. , 0. , 0. , 0. , 0. ],\n", + " [ 0. , 0. , 0. , 0. , 0. , 0. , 0. , 0. ]])" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Recommend best unseen item:\n" + ] + }, + { + "data": { + "text/plain": [ + "[[0, 30, 5.0], [10, 40, 3.0], [20, 40, 5.0]]" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Print estimations on unseen items:\n" + ] + }, + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " user item est_score\n", + "0 0 60 4.0\n", + "1 10 40 3.0\n", + "2 20 0 3.0\n", + "3 20 20 4.0\n", + "4 20 70 4.0" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "toy_train_read=pd.read_csv('./Datasets/toy-example/train.csv', sep='\\t', header=None, names=['user', 'item', 'rating', 'timestamp'])\n", + "toy_test_read=pd.read_csv('./Datasets/toy-example/test.csv', sep='\\t', header=None, names=['user', 'item', 'rating', 'timestamp'])\n", + "\n", + "toy_train_ui, toy_test_ui, toy_user_code_id, toy_user_id_code, \\\n", + "toy_item_code_id, toy_item_id_code = helpers.data_to_csr(toy_train_read, toy_test_read)\n", + "\n", + "print('Training data:')\n", + "display(toy_train_ui.todense())\n", + "\n", + "model=selfBaselineUI()\n", + "print('After subtracting rows and columns:')\n", + "display(model.fit(toy_train_ui).todense())\n", + "\n", + "print('Recommend best unseen item:')\n", + "display(model.recommend(toy_user_code_id, toy_item_code_id, topK=1))\n", + "\n", + "print('Print estimations on unseen items:')\n", + "estimations=pd.DataFrame(model.estimate(toy_user_code_id, toy_item_code_id, toy_test_ui))\n", + "estimations.columns=['user', 'item', 'est_score']\n", + "display(estimations)\n", + "\n", + "top_n=pd.DataFrame(model.recommend(toy_user_code_id, toy_item_code_id, topK=3))\n", + "\n", + "top_n.to_csv('Recommendations generated/toy-example/Self_BaselineUI_reco.csv', index=False, header=False)\n", + "\n", + "estimations=pd.DataFrame(model.estimate(toy_user_code_id, toy_item_code_id, toy_test_ui))\n", + "estimations.to_csv('Recommendations generated/toy-example/Self_BaselineUI_estimations.csv', index=False, header=False)" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [], + "source": [ + "model=selfBaselineUI()\n", + "model.fit(train_ui)\n", + "\n", + "top_n=pd.DataFrame(model.recommend(user_code_id, item_code_id, topK=10))\n", + "\n", + "top_n.to_csv('Recommendations generated/ml-100k/Self_BaselineUI_reco.csv', index=False, header=False)\n", + "\n", + "estimations=pd.DataFrame(model.estimate(user_code_id, item_code_id, test_ui))\n", + "estimations.to_csv('Recommendations generated/ml-100k/Self_BaselineUI_estimations.csv', index=False, header=False)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# project task 2: implement self-made BaselineIU" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [], + "source": [ + "# Implement recommender system which will recommend movies (which user hasn't seen) which is similar to BaselineUI\n", + "# but first subtract col means then row means\n", + "# The output should be saved in 'Recommendations generated/ml-100k/Self_BaselineIU_reco.csv'\n", + "# and 'Recommendations generated/ml-100k/Self_BaselineIU_estimations.csv'" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [], + "source": [ + "class selfBaselineIU():\n", + " \n", + " def fit(self, train_ui):\n", + " self.train_ui=train_ui.copy()\n", + " self.train_iu=train_ui.transpose().tocsr()\n", + " \n", + " result=self.train_ui.copy()\n", + " \n", + " self.col_means=np.divide(np.asarray(result.sum(axis=0).ravel())[0], np.diff(self.train_iu.indptr), out=np.zeros(self.train_iu.shape[0]), where=np.diff(self.train_iu.indptr)!=0)\n", + " \n", + " col_means=self.col_means.copy()\n", + " \n", + " max_col_mean=np.max(col_means)\n", + " col_means[col_means==0]=max_col_mean+1\n", + " to_subtract_cols=result.power(0)*sparse.diags(col_means)\n", + " to_subtract_cols.sort_indices() # needed to have valid .data\n", + " \n", + " subtract=to_subtract_cols.data\n", + " subtract[subtract==max_col_mean+1]=0\n", + " \n", + " result.data=result.data-subtract\n", + "\n", + " self.row_means=np.asarray(result.sum(axis=1).ravel())[0]/np.diff(result.indptr)\n", + " \n", + " row_means=self.row_means.copy()\n", + " \n", + " max_row_mean=np.max(row_means)\n", + " row_means[row_means==0]=max_row_mean+1\n", + " to_subtract_rows=sparse.diags(row_means)*result.power(0)\n", + " to_subtract_rows.sort_indices() # needed to have valid .data\n", + " \n", + " subtract=to_subtract_rows.data\n", + " subtract[subtract==max_row_mean+1]=0\n", + " \n", + " result.data=result.data-subtract\n", + "\n", + " return result\n", + " \n", + " \n", + " def recommend(self, user_code_id, item_code_id, topK=10):\n", + " estimations=np.tile(self.row_means[:,None], [1, self.train_ui.shape[1]]) +np.tile(self.col_means, [self.train_ui.shape[0], 1])\n", + " \n", + " top_k = defaultdict(list)\n", + " for nb_user, user in enumerate(estimations):\n", + " \n", + " user_rated=self.train_ui.indices[self.train_ui.indptr[nb_user]:self.train_ui.indptr[nb_user+1]]\n", + " for item, score in enumerate(user):\n", + " if item not in user_rated:\n", + " top_k[user_code_id[nb_user]].append((item_code_id[item], score))\n", + " result=[]\n", + "\n", + " for uid, item_scores in top_k.items():\n", + " item_scores.sort(key=lambda x: x[1], reverse=True)\n", + " result.append([uid]+list(chain(*item_scores[:topK])))\n", + " return result\n", + " \n", + " def estimate(self, user_code_id, item_code_id, test_ui):\n", + " result=[]\n", + " for user, item in zip(*test_ui.nonzero()):\n", + " result.append([user_code_id[user], item_code_id[item], self.row_means[user]+self.col_means[item]])\n", + " return result\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Ready-made baseline - Surprise implementation" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Estimating biases using als...\n" + ] + } + ], + "source": [ + "import surprise as sp\n", + "import time\n", + "\n", + "# Based on surprise.readthedocs.io\n", + "def get_top_n(predictions, n=10):\n", + " \n", + " # Here we create a dictionary which items are lists of pairs (item, score)\n", + " top_n = defaultdict(list)\n", + " for uid, iid, true_r, est, _ in predictions:\n", + " top_n[uid].append((iid, est))\n", + " \n", + " result=[]\n", + " # Let's choose k best items in the format: (user, item1, score1, item2, score2, ...)\n", + " for uid, user_ratings in top_n.items():\n", + " user_ratings.sort(key=lambda x: x[1], reverse=True)\n", + " result.append([uid]+list(chain(*user_ratings[:n]))) \n", + " return result\n", + "\n", + "\n", + "reader = sp.Reader(line_format='user item rating timestamp', sep='\\t')\n", + "trainset = sp.Dataset.load_from_file('./Datasets/ml-100k/train.csv', reader=reader)\n", + "trainset = trainset.build_full_trainset() # -> it is needed for using Surprise package\n", + "\n", + "testset = sp.Dataset.load_from_file('./Datasets/ml-100k/test.csv', reader=reader)\n", + "testset = sp.Trainset.build_testset(testset.build_full_trainset())\n", + "\n", + "algo = sp.BaselineOnly()\n", + "# algo = sp.BaselineOnly(bsl_options={'method':'sgd', 'reg':0, 'n_epochs':2000})\n", + "# observe how bad results gives above algorithm\n", + "# more details http://courses.ischool.berkeley.edu/i290-dm/s11/SECURE/a1-koren.pdf - chapter 2.1\n", + "\n", + "algo.fit(trainset)\n", + "\n", + "antitrainset = trainset.build_anti_testset() # We want to predict ratings of pairs (user, item) which are not in train set\n", + "predictions = algo.test(antitrainset)\n", + "\n", + "top_n = get_top_n(predictions, n=10)\n", + "\n", + "top_n=pd.DataFrame(top_n)\n", + "\n", + "top_n.to_csv('Recommendations generated/ml-100k/Ready_Baseline_reco.csv', index=False, header=False)" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "RMSE: 0.9495\n", + "MAE: 0.7525\n" + ] + }, + { + "data": { + "text/plain": [ + "0.7524871012820799" + ] + }, + "execution_count": 26, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Compute RMSE on testset using buildin functions\n", + "predictions = algo.test(testset)\n", + "sp.accuracy.rmse(predictions, verbose=True)\n", + "\n", + "# Let's also save the results in file\n", + "predictions_df=[]\n", + "for uid, iid, true_r, est, _ in predictions:\n", + " predictions_df.append([uid, iid, est])\n", + " \n", + "predictions_df=pd.DataFrame(predictions_df)\n", + "predictions_df.to_csv('Recommendations generated/ml-100k/Ready_Baseline_estimations.csv', index=False, header=False)\n", + "\n", + "sp.accuracy.mae(predictions, verbose=True)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "##### Let's compare with random" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "RMSE: 1.5100\n", + "MAE: 1.2118\n" + ] + }, + { + "data": { + "text/plain": [ + "1.211847558071457" + ] + }, + "execution_count": 27, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# in surprise random is an algorithm predicting random value regarding to normal distribution estimated from train set\n", + "algo = sp.NormalPredictor()\n", + "algo.fit(trainset)\n", + "\n", + "antitrainset = trainset.build_anti_testset() # We want to predict ratings of pairs (user, item) which are not in train set\n", + "predictions = algo.test(antitrainset)\n", + "\n", + "top_n = get_top_n(predictions, n=10)\n", + "\n", + "top_n=pd.DataFrame(top_n)\n", + "\n", + "top_n.to_csv('Recommendations generated/ml-100k/Ready_Random_reco.csv', index=False, header=False)\n", + "\n", + "# Compute RMSE on testset using buildin functions\n", + "predictions = algo.test(testset)\n", + "sp.accuracy.rmse(predictions, verbose=True)\n", + "\n", + "# Let's also save the results in file\n", + "predictions_df=[]\n", + "for uid, iid, true_r, est, _ in predictions:\n", + " predictions_df.append([uid, iid, est])\n", + " \n", + "predictions_df=pd.DataFrame(predictions_df)\n", + "predictions_df.to_csv('Recommendations generated/ml-100k/Ready_Random_estimations.csv', index=False, header=False)\n", + "\n", + "sp.accuracy.mae(predictions, verbose=True)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.8.3" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/P2. Evaluation.ipynb b/P2. Evaluation.ipynb new file mode 100644 index 0000000..f939d28 --- /dev/null +++ b/P2. Evaluation.ipynb @@ -0,0 +1,1149 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Prepare test set" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": { + "slideshow": { + "slide_type": "-" + } + }, + "outputs": [], + "source": [ + "import pandas as pd\n", + "import numpy as np\n", + "import scipy.sparse as sparse\n", + "from collections import defaultdict\n", + "from itertools import chain\n", + "import random\n", + "from tqdm import tqdm\n", + "\n", + "# In evaluation we do not load train set - it is not needed\n", + "test=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None)\n", + "test.columns=['user', 'item', 'rating', 'timestamp']\n", + "\n", + "test['user_code'] = test['user'].astype(\"category\").cat.codes\n", + "test['item_code'] = test['item'].astype(\"category\").cat.codes\n", + "\n", + "user_code_id = dict(enumerate(test['user'].astype(\"category\").cat.categories))\n", + "user_id_code = dict((v, k) for k, v in user_code_id.items())\n", + "item_code_id = dict(enumerate(test['item'].astype(\"category\").cat.categories))\n", + "item_id_code = dict((v, k) for k, v in item_code_id.items())\n", + "\n", + "test_ui = sparse.csr_matrix((test['rating'], (test['user_code'], test['item_code'])))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Estimations metrics" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [], + "source": [ + "estimations_df=pd.read_csv('Recommendations generated/ml-100k/Ready_Baseline_estimations.csv', header=None)\n", + "estimations_df.columns=['user', 'item' ,'score']\n", + "\n", + "estimations_df['user_code']=[user_id_code[user] for user in estimations_df['user']]\n", + "estimations_df['item_code']=[item_id_code[item] for item in estimations_df['item']]\n", + "estimations=sparse.csr_matrix((estimations_df['score'], (estimations_df['user_code'], estimations_df['item_code'])), shape=test_ui.shape)" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [], + "source": [ + "def estimations_metrics(test_ui, estimations):\n", + " result=[]\n", + "\n", + " RMSE=(np.sum((estimations.data-test_ui.data)**2)/estimations.nnz)**(1/2)\n", + " result.append(['RMSE', RMSE])\n", + "\n", + " MAE=np.sum(abs(estimations.data-test_ui.data))/estimations.nnz\n", + " result.append(['MAE', MAE])\n", + " \n", + " df_result=(pd.DataFrame(list(zip(*result))[1])).T\n", + " df_result.columns=list(zip(*result))[0]\n", + " return df_result" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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RMSEMAE
00.9494590.752487
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" + ], + "text/plain": [ + " RMSE MAE\n", + "0 0.949459 0.752487" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# in case of error (in the laboratories) you might have to switch to the other version of pandas\n", + "# try !pip3 install pandas=='1.0.3' (or pip if you use python 2) and restart the kernel\n", + "\n", + "estimations_metrics(test_ui, estimations)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Ranking metrics" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[663, 475, 62, ..., 472, 269, 503],\n", + " [ 48, 313, 475, ..., 591, 175, 466],\n", + " [351, 313, 475, ..., 591, 175, 466],\n", + " ...,\n", + " [259, 313, 475, ..., 11, 591, 175],\n", + " [ 33, 313, 475, ..., 11, 591, 175],\n", + " [ 77, 313, 475, ..., 11, 591, 175]])" + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import numpy as np\n", + "reco = np.loadtxt('Recommendations generated/ml-100k/Ready_Baseline_reco.csv', delimiter=',')\n", + "# Let's ignore scores - they are not used in evaluation: \n", + "users=reco[:,:1]\n", + "items=reco[:,1::2]\n", + "# Let's use inner ids instead of real ones\n", + "users=np.vectorize(lambda x: user_id_code.setdefault(x, -1))(users)\n", + "items=np.vectorize(lambda x: item_id_code.setdefault(x, -1))(items) # maybe items we recommend are not in test set\n", + "# Let's put them into one array\n", + "reco=np.concatenate((users, items), axis=1)\n", + "reco" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [], + "source": [ + "def ranking_metrics(test_ui, reco, super_reactions=[], topK=10):\n", + " \n", + " nb_items=test_ui.shape[1]\n", + " relevant_users, super_relevant_users, prec, rec, F_1, F_05, prec_super, rec_super, ndcg, mAP, MRR, LAUC, HR=\\\n", + " 0,0,0,0,0,0,0,0,0,0,0,0,0\n", + " \n", + " cg = (1.0 / np.log2(np.arange(2, topK + 2)))\n", + " cg_sum = np.cumsum(cg)\n", + " \n", + " for (nb_user, user) in tqdm(enumerate(reco[:,0])):\n", + " u_rated_items=test_ui.indices[test_ui.indptr[user]:test_ui.indptr[user+1]]\n", + " nb_u_rated_items=len(u_rated_items)\n", + " if nb_u_rated_items>0: # skip users with no items in test set (still possible that there will be no super items)\n", + " relevant_users+=1\n", + " \n", + " u_super_items=u_rated_items[np.vectorize(lambda x: x in super_reactions)\\\n", + " (test_ui.data[test_ui.indptr[user]:test_ui.indptr[user+1]])]\n", + " # more natural seems u_super_items=[item for item in u_rated_items if test_ui[user,item] in super_reactions]\n", + " # but accesing test_ui[user,item] is expensive -we should avoid doing it\n", + " if len(u_super_items)>0:\n", + " super_relevant_users+=1\n", + " \n", + " user_successes=np.zeros(topK)\n", + " nb_user_successes=0\n", + " user_super_successes=np.zeros(topK)\n", + " nb_user_super_successes=0\n", + " \n", + " # evaluation\n", + " for (item_position,item) in enumerate(reco[nb_user,1:topK+1]):\n", + " if item in u_rated_items:\n", + " user_successes[item_position]=1\n", + " nb_user_successes+=1\n", + " if item in u_super_items:\n", + " user_super_successes[item_position]=1\n", + " nb_user_super_successes+=1\n", + " \n", + " prec_u=nb_user_successes/topK \n", + " prec+=prec_u\n", + " \n", + " rec_u=nb_user_successes/nb_u_rated_items\n", + " rec+=rec_u\n", + " \n", + " F_1+=2*(prec_u*rec_u)/(prec_u+rec_u) if prec_u+rec_u>0 else 0\n", + " F_05+=(0.5**2+1)*(prec_u*rec_u)/(0.5**2*prec_u+rec_u) if prec_u+rec_u>0 else 0\n", + " \n", + " prec_super+=nb_user_super_successes/topK\n", + " rec_super+=nb_user_super_successes/max(len(u_super_items),1) # to set 0 if no super items\n", + " ndcg+=np.dot(user_successes,cg)/cg_sum[min(topK, nb_u_rated_items)-1]\n", + " \n", + " cumsum_successes=np.cumsum(user_successes)\n", + " mAP+=np.dot(cumsum_successes/np.arange(1,topK+1), user_successes)/min(topK, nb_u_rated_items)\n", + " MRR+=1/(user_successes.nonzero()[0][0]+1) if user_successes.nonzero()[0].size>0 else 0\n", + " LAUC+=(np.dot(cumsum_successes, 1-user_successes)+\\\n", + " (nb_user_successes+nb_u_rated_items)/2*((nb_items-nb_u_rated_items)-(topK-nb_user_successes)))/\\\n", + " ((nb_items-nb_u_rated_items)*nb_u_rated_items)\n", + " \n", + " HR+=nb_user_successes>0\n", + " \n", + " \n", + " result=[]\n", + " result.append(('precision', prec/relevant_users))\n", + " result.append(('recall', rec/relevant_users))\n", + " result.append(('F_1', F_1/relevant_users))\n", + " result.append(('F_05', F_05/relevant_users))\n", + " result.append(('precision_super', prec_super/super_relevant_users))\n", + " result.append(('recall_super', rec_super/super_relevant_users))\n", + " result.append(('NDCG', ndcg/relevant_users))\n", + " result.append(('mAP', mAP/relevant_users))\n", + " result.append(('MRR', MRR/relevant_users))\n", + " result.append(('LAUC', LAUC/relevant_users))\n", + " result.append(('HR', HR/relevant_users))\n", + "\n", + " df_result=(pd.DataFrame(list(zip(*result))[1])).T\n", + " df_result.columns=list(zip(*result))[0]\n", + " return df_result" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "943it [00:00, 10596.27it/s]\n" + ] + }, + { + "data": { + "text/html": [ + "
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precisionrecallF_1F_05precision_superrecall_superNDCGmAPMRRLAUCHR
00.091410.0376520.046030.0612860.0796140.0564630.0959570.0431780.1981930.5155010.437964
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" + ], + "text/plain": [ + " precision recall F_1 F_05 precision_super recall_super \\\n", + "0 0.09141 0.037652 0.04603 0.061286 0.079614 0.056463 \n", + "\n", + " NDCG mAP MRR LAUC HR \n", + "0 0.095957 0.043178 0.198193 0.515501 0.437964 " + ] + }, + "execution_count": 20, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "ranking_metrics(test_ui, reco, super_reactions=[4,5], topK=10)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Diversity metrics" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [], + "source": [ + "def diversity_metrics(test_ui, reco, topK=10):\n", + " \n", + " frequencies=defaultdict(int)\n", + " \n", + " # let's assign 0 to all items in test set\n", + " for item in list(set(test_ui.indices)):\n", + " frequencies[item]=0\n", + " \n", + " # counting frequencies\n", + " for item in reco[:,1:].flat:\n", + " frequencies[item]+=1\n", + " \n", + " nb_reco_outside_test=frequencies[-1]\n", + " del frequencies[-1]\n", + " \n", + " frequencies=np.array(list(frequencies.values()))\n", + " \n", + " nb_rec_items=len(frequencies[frequencies>0])\n", + " nb_reco_inside_test=np.sum(frequencies)\n", + " \n", + " frequencies=frequencies/np.sum(frequencies)\n", + " frequencies=np.sort(frequencies)\n", + " \n", + " with np.errstate(divide='ignore'): # let's put zeros put items with 0 frequency and ignore division warning\n", + " log_frequencies=np.nan_to_num(np.log(frequencies), posinf=0, neginf=0)\n", + " \n", + " result=[]\n", + " result.append(('Reco in test', nb_reco_inside_test/(nb_reco_inside_test+nb_reco_outside_test)))\n", + " result.append(('Test coverage', nb_rec_items/test_ui.shape[1]))\n", + " result.append(('Shannon', -np.dot(frequencies, log_frequencies)))\n", + " result.append(('Gini', np.dot(frequencies, np.arange(1-len(frequencies), len(frequencies), 2))/(len(frequencies)-1)))\n", + " \n", + " df_result=(pd.DataFrame(list(zip(*result))[1])).T\n", + " df_result.columns=list(zip(*result))[0]\n", + " return df_result" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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Reco in testTest coverageShannonGini
01.00.0339112.8365130.991139
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" + ], + "text/plain": [ + " Reco in test Test coverage Shannon Gini\n", + "0 1.0 0.033911 2.836513 0.991139" + ] + }, + "execution_count": 22, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# in case of errors try !pip3 install numpy==1.18.4 (or pip if you use python 2) and restart the kernel\n", + "\n", + "import evaluation_measures as ev\n", + "import imp\n", + "imp.reload(ev)\n", + "\n", + "x=diversity_metrics(test_ui, reco, topK=10)\n", + "x" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# To be used in other notebooks" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "943it [00:00, 9831.71it/s]\n" + ] + }, + { + "data": { + "text/html": [ + "
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RMSEMAEprecisionrecallF_1F_05precision_superrecall_superNDCGmAPMRRLAUCHRReco in testTest coverageShannonGini
00.9494590.7524870.091410.0376520.046030.0612860.0796140.0564630.0959570.0431780.1981930.5155010.4379641.00.0339112.8365130.991139
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" + ], + "text/plain": [ + " RMSE MAE precision recall F_1 F_05 \\\n", + "0 0.949459 0.752487 0.09141 0.037652 0.04603 0.061286 \n", + "\n", + " precision_super recall_super NDCG mAP MRR LAUC \\\n", + "0 0.079614 0.056463 0.095957 0.043178 0.198193 0.515501 \n", + "\n", + " HR Reco in test Test coverage Shannon Gini \n", + "0 0.437964 1.0 0.033911 2.836513 0.991139 " + ] + }, + "execution_count": 23, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import evaluation_measures as ev\n", + "import imp\n", + "imp.reload(ev)\n", + "\n", + "estimations_df=pd.read_csv('Recommendations generated/ml-100k/Ready_Baseline_estimations.csv', header=None)\n", + "reco=np.loadtxt('Recommendations generated/ml-100k/Ready_Baseline_reco.csv', delimiter=',')\n", + "\n", + "ev.evaluate(test=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None),\n", + " estimations_df=estimations_df, \n", + " reco=reco,\n", + " super_reactions=[4,5])\n", + "#also you can just type ev.evaluate_all(estimations_df, reco) - I put above values as default" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "943it [00:00, 11236.19it/s]\n", + "943it [00:00, 10128.11it/s]\n", + "943it [00:00, 10299.38it/s]\n", + "943it [00:00, 10525.19it/s]\n" + ] + }, + { + "ename": "OSError", + "evalue": "Recommendations generated/ml-100k/Ready_I-KNNWithZScore.csv_reco.csv not found.", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mOSError\u001b[0m Traceback (most recent call last)", + "\u001b[1;32m\u001b[0m in \u001b[0;36m\u001b[1;34m\u001b[0m\n\u001b[0;32m 7\u001b[0m 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default\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n", + "\u001b[1;32m~\\Desktop\\warsztaty\\moje\\evaluation_measures.py\u001b[0m in \u001b[0;36mevaluate_all\u001b[1;34m(test, dir_path, super_reactions, topK)\u001b[0m\n\u001b[0;32m 205\u001b[0m \u001b[1;32mfor\u001b[0m \u001b[0mmodel\u001b[0m \u001b[1;32min\u001b[0m \u001b[0mmodels\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 206\u001b[0m \u001b[0mestimations_df\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mpd\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mread_csv\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;34m'{}{}_estimations.csv'\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mformat\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mdir_path\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mmodel\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mreplace\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;34m\".csv\"\u001b[0m\u001b[1;33m,\u001b[0m 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\u001b[1;32mraise\u001b[0m \u001b[0mIOError\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;34m\"%s not found.\"\u001b[0m \u001b[1;33m%\u001b[0m \u001b[0mpath\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m 624\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 625\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n", + "\u001b[1;31mOSError\u001b[0m: Recommendations generated/ml-100k/Ready_I-KNNWithZScore.csv_reco.csv not found." + ] + } + ], + "source": [ + "import evaluation_measures as ev\n", + "import imp\n", + "imp.reload(ev)\n", + "\n", + "dir_path=\"Recommendations generated/ml-100k/\"\n", + "super_reactions=[4,5]\n", + "test=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None)\n", + "\n", + "df=ev.evaluate_all(test, dir_path, super_reactions)\n", + "#also you can just type ev.evaluate_all() - I put above values as default" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "df.iloc[:,:9]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "df.iloc[:,np.append(0,np.arange(9, df.shape[1]))]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Check metrics on toy dataset" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import evaluation_measures as ev\n", + "import imp\n", + "import helpers\n", + "imp.reload(ev)\n", + "\n", + "dir_path=\"Recommendations generated/toy-example/\"\n", + "super_reactions=[4,5]\n", + "test=pd.read_csv('./Datasets/toy-example/test.csv', sep='\\t', header=None)\n", + "\n", + "display(ev.evaluate_all(test, dir_path, super_reactions, topK=3))\n", + "#also you can just type ev.evaluate_all() - I put above values as default\n", + "\n", + "toy_train_read=pd.read_csv('./Datasets/toy-example/train.csv', sep='\\t', header=None, names=['user', 'item', 'rating', 'timestamp'])\n", + "toy_test_read=pd.read_csv('./Datasets/toy-example/test.csv', sep='\\t', header=None, names=['user', 'item', 'rating', 'timestamp'])\n", + "reco=pd.read_csv('Recommendations generated/toy-example/Self_BaselineUI_reco.csv', header=None)\n", + "estimations=pd.read_csv('Recommendations generated/toy-example/Self_BaselineUI_estimations.csv', names=['user', 'item', 'est_score'])\n", + "toy_train_ui, toy_test_ui, toy_user_code_id, toy_user_id_code, \\\n", + "toy_item_code_id, toy_item_id_code = helpers.data_to_csr(toy_train_read, toy_test_read)\n", + "\n", + "print('Training data:')\n", + "display(toy_train_ui.todense())\n", + "\n", + "print('Test data:')\n", + "display(toy_test_ui.todense())\n", + "\n", + "print('Recommendations:')\n", + "display(reco)\n", + "\n", + "print('Estimations:')\n", + "display(estimations)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Sample recommendations" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Here is what user rated high:\n" + ] + }, + { + "data": { + "text/html": [ + "
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userratingtitlegenres
15315Toy Story (1995)Animation, Children's, Comedy
5796215Wrong Trousers, The (1993)Animation, Comedy
5284515Antonia's Line (1995)Drama
2381115Chasing Amy (1997)Drama, Romance
5349415Nightmare Before Christmas, The (1993)Children's, Comedy, Musical
2337715Eat Drink Man Woman (1994)Comedy, Drama
542491512 Angry Men (1957)Drama
5686915Henry V (1989)Drama, War
2217415Groundhog Day (1993)Comedy, Romance
2174215Good, The Bad and The Ugly, The (1966)Action, Western
5191515Mighty Aphrodite (1995)Comedy
5821815Chasing Amy (1997)Drama, Romance
5844015Manon of the Spring (Manon des sources) (1986)Drama
2012015Return of the Jedi (1983)Action, Adventure, Romance, Sci-Fi, War
1904315Mars Attacks! (1996)Action, Comedy, Sci-Fi, War
\n", + "
" + ], + "text/plain": [ + " user rating title \\\n", + "153 1 5 Toy Story (1995) \n", + "57962 1 5 Wrong Trousers, The (1993) \n", + "52845 1 5 Antonia's Line (1995) \n", + "23811 1 5 Chasing Amy (1997) \n", + "53494 1 5 Nightmare Before Christmas, The (1993) \n", + "23377 1 5 Eat Drink Man Woman (1994) \n", + "54249 1 5 12 Angry Men (1957) \n", + "56869 1 5 Henry V (1989) \n", + "22174 1 5 Groundhog Day (1993) \n", + "21742 1 5 Good, The Bad and The Ugly, The (1966) \n", + "51915 1 5 Mighty Aphrodite (1995) \n", + "58218 1 5 Chasing Amy (1997) \n", + "58440 1 5 Manon of the Spring (Manon des sources) (1986) \n", + "20120 1 5 Return of the Jedi (1983) \n", + "19043 1 5 Mars Attacks! (1996) \n", + "\n", + " genres \n", + "153 Animation, Children's, Comedy \n", + "57962 Animation, Comedy \n", + "52845 Drama \n", + "23811 Drama, Romance \n", + "53494 Children's, Comedy, Musical \n", + "23377 Comedy, Drama \n", + "54249 Drama \n", + "56869 Drama, War \n", + "22174 Comedy, Romance \n", + "21742 Action, Western \n", + "51915 Comedy \n", + "58218 Drama, Romance \n", + "58440 Drama \n", + "20120 Action, Adventure, Romance, Sci-Fi, War \n", + "19043 Action, Comedy, Sci-Fi, War " + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Here is what we recommend:\n" + ] + }, + { + "data": { + "text/html": [ + "
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userrec_nbtitlegenres
01.01Great Day in Harlem, A (1994)Documentary
9421.02Tough and Deadly (1995)Action, Drama, Thriller
18841.03Aiqing wansui (1994)Drama
28261.04Delta of Venus (1994)Drama
37681.05Someone Else's America (1995)Drama
47101.06Saint of Fort Washington, The (1993)Drama
56521.07Celestial Clockwork (1994)Comedy
65941.08Some Mother's Son (1996)Drama
75351.09Prefontaine (1997)Drama
84771.010Santa with Muscles (1996)Comedy
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" + ], + "text/plain": [ + " user rec_nb title \\\n", + "0 1.0 1 Great Day in Harlem, A (1994) \n", + "942 1.0 2 Tough and Deadly (1995) \n", + "1884 1.0 3 Aiqing wansui (1994) \n", + "2826 1.0 4 Delta of Venus (1994) \n", + "3768 1.0 5 Someone Else's America (1995) \n", + "4710 1.0 6 Saint of Fort Washington, The (1993) \n", + "5652 1.0 7 Celestial Clockwork (1994) \n", + "6594 1.0 8 Some Mother's Son (1996) \n", + "7535 1.0 9 Prefontaine (1997) \n", + "8477 1.0 10 Santa with Muscles (1996) \n", + "\n", + " genres \n", + "0 Documentary \n", + "942 Action, Drama, Thriller \n", + "1884 Drama \n", + "2826 Drama \n", + "3768 Drama \n", + "4710 Drama \n", + "5652 Comedy \n", + "6594 Drama \n", + "7535 Drama \n", + "8477 Comedy " + ] + }, + "execution_count": 25, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "train=pd.read_csv('./Datasets/ml-100k/train.csv', sep='\\t', header=None, names=['user', 'item', 'rating', 'timestamp'])\n", + "items=pd.read_csv('./Datasets/ml-100k/movies.csv')\n", + "\n", + "user=random.choice(list(set(train['user'])))\n", + "\n", + "train_content=pd.merge(train, items, left_on='item', right_on='id')\n", + "\n", + "print('Here is what user rated high:')\n", + "display(train_content[train_content['user']==user][['user', 'rating', 'title', 'genres']]\\\n", + " .sort_values(by='rating', ascending=False)[:15])\n", + "\n", + "reco = np.loadtxt('Recommendations generated/ml-100k/Self_BaselineUI_reco.csv', delimiter=',')\n", + "items=pd.read_csv('./Datasets/ml-100k/movies.csv')\n", + "\n", + "# Let's ignore scores - they are not used in evaluation: \n", + "reco_users=reco[:,:1]\n", + "reco_items=reco[:,1::2]\n", + "# Let's put them into one array\n", + "reco=np.concatenate((reco_users, reco_items), axis=1)\n", + "\n", + "# Let's rebuild it user-item dataframe\n", + "recommended=[]\n", + "for row in reco:\n", + " for rec_nb, entry in enumerate(row[1:]):\n", + " recommended.append((row[0], rec_nb+1, entry))\n", + "recommended=pd.DataFrame(recommended, columns=['user','rec_nb', 'item'])\n", + "\n", + "recommended_content=pd.merge(recommended, items, left_on='item', right_on='id')\n", + "\n", + "print('Here is what we recommend:')\n", + "recommended_content[recommended_content['user']==user][['user', 'rec_nb', 'title', 'genres']].sort_values(by='rec_nb')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# project task 3: implement some other evaluation measure" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [], + "source": [ + "# it may be your idea, modification of what we have already implemented \n", + "# (for example Hit2 rate which would count as a success users whoreceived at least 2 relevant recommendations) \n", + "# or something well-known\n", + "# expected output: modification of evaluation_measures.py such that evaluate_all will also display your measure" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "943it [00:00, 10400.09it/s]\n", + "943it [00:00, 9776.40it/s]\n", + "943it [00:00, 10473.38it/s]\n", + "943it [00:00, 10505.90it/s]\n" + ] + }, + { + "ename": "OSError", + "evalue": "Recommendations generated/ml-100k/Ready_I-KNNWithZScore.csv_reco.csv not found.", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mOSError\u001b[0m Traceback (most recent call last)", + "\u001b[1;32m\u001b[0m in \u001b[0;36m\u001b[1;34m\u001b[0m\n\u001b[0;32m 3\u001b[0m \u001b[0mtest\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mpd\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mread_csv\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;34m'./Datasets/ml-100k/test.csv'\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0msep\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;34m'\\t'\u001b[0m\u001b[1;33m,\u001b[0m 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"\u001b[1;32mc:\\users\\adrian\\appdata\\local\\programs\\python\\python38-32\\lib\\site-packages\\numpy\\lib\\npyio.py\u001b[0m in \u001b[0;36mloadtxt\u001b[1;34m(fname, dtype, comments, delimiter, converters, skiprows, usecols, unpack, ndmin, encoding, max_rows)\u001b[0m\n\u001b[0;32m 979\u001b[0m \u001b[0mfname\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mos_fspath\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mfname\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 980\u001b[0m \u001b[1;32mif\u001b[0m \u001b[0m_is_string_like\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mfname\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m--> 981\u001b[1;33m \u001b[0mfh\u001b[0m \u001b[1;33m=\u001b[0m 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"\u001b[1;32mc:\\users\\adrian\\appdata\\local\\programs\\python\\python38-32\\lib\\site-packages\\numpy\\lib\\_datasource.py\u001b[0m in \u001b[0;36mopen\u001b[1;34m(path, mode, destpath, encoding, newline)\u001b[0m\n\u001b[0;32m 267\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 268\u001b[0m \u001b[0mds\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mDataSource\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mdestpath\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m--> 269\u001b[1;33m \u001b[1;32mreturn\u001b[0m \u001b[0mds\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mopen\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mpath\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mmode\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mencoding\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mencoding\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mnewline\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mnewline\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m 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generated/ml-100k/Ready_I-KNNWithZScore.csv_reco.csv not found." + ] + } + ], + "source": [ + "dir_path='Recommendations generated/ml-100k/'\n", + "super_reactions=[4,5]\n", + "test=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None)\n", + "\n", + "ev.evaluate_all(test, dir_path, super_reactions)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.8.3" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/P3. k-nearest neighbours.ipynb b/P3. k-nearest neighbours.ipynb new file mode 100644 index 0000000..c3bab2b --- /dev/null +++ b/P3. k-nearest neighbours.ipynb @@ -0,0 +1,928 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Self made simplified I-KNN" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import helpers\n", + "import pandas as pd\n", + "import numpy as np\n", + "import scipy.sparse as sparse\n", + "from collections import defaultdict\n", + "from itertools import chain\n", + "import random\n", + "\n", + "train_read=pd.read_csv('./Datasets/ml-100k/train.csv', sep='\\t', header=None)\n", + "test_read=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None)\n", + "train_ui, test_ui, user_code_id, user_id_code, item_code_id, item_id_code = helpers.data_to_csr(train_read, test_read)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "class IKNN():\n", + " \n", + " def fit(self, train_ui):\n", + " self.train_ui=train_ui\n", + " \n", + " train_iu=train_ui.transpose()\n", + " norms=np.linalg.norm(train_iu.A, axis=1) # here we compute lenth of each item ratings vector\n", + " norms=np.vectorize(lambda x: max(x,1))(norms[:,None]) # to avoid dividing by zero\n", + "\n", + " normalized_train_iu=sparse.csr_matrix(train_iu/norms)\n", + "\n", + " self.similarity_matrix_ii=normalized_train_iu*normalized_train_iu.transpose()\n", + " \n", + " self.estimations=np.array(train_ui*self.similarity_matrix_ii/((train_ui>0)*self.similarity_matrix_ii))\n", + " \n", + " def recommend(self, user_code_id, item_code_id, topK=10):\n", + " \n", + " top_k = defaultdict(list)\n", + " for nb_user, user in enumerate(self.estimations):\n", + " \n", + " user_rated=self.train_ui.indices[self.train_ui.indptr[nb_user]:self.train_ui.indptr[nb_user+1]]\n", + " for item, score in enumerate(user):\n", + " if item not in user_rated and not np.isnan(score):\n", + " top_k[user_code_id[nb_user]].append((item_code_id[item], score))\n", + " result=[]\n", + " # Let's choose k best items in the format: (user, item1, score1, item2, score2, ...)\n", + " for uid, item_scores in top_k.items():\n", + " item_scores.sort(key=lambda x: x[1], reverse=True)\n", + " result.append([uid]+list(chain(*item_scores[:topK])))\n", + " return result\n", + " \n", + " def estimate(self, user_code_id, item_code_id, test_ui):\n", + " result=[]\n", + " for user, item in zip(*test_ui.nonzero()):\n", + " result.append([user_code_id[user], item_code_id[item], \n", + " self.estimations[user,item] if not np.isnan(self.estimations[user,item]) else 1])\n", + " return result" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "toy train ui:\n" + ] + }, + { + "data": { + "text/plain": [ + "array([[3, 4, 0, 0, 5, 0, 0, 4],\n", + " [0, 1, 2, 3, 0, 0, 0, 0],\n", + " [0, 0, 0, 5, 0, 3, 4, 0]], dtype=int64)" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "similarity matrix:\n" + ] + }, + { + "data": { + "text/plain": [ + "array([[1. , 0.9701425 , 0. , 0. , 1. ,\n", + " 0. , 0. , 1. ],\n", + " [0.9701425 , 1. , 0.24253563, 0.12478355, 0.9701425 ,\n", + " 0. , 0. , 0.9701425 ],\n", + " [0. , 0.24253563, 1. , 0.51449576, 0. ,\n", + " 0. , 0. , 0. ],\n", + " [0. , 0.12478355, 0.51449576, 1. , 0. ,\n", + " 0.85749293, 0.85749293, 0. ],\n", + " [1. , 0.9701425 , 0. , 0. , 1. ,\n", + " 0. , 0. , 1. ],\n", + " [0. , 0. , 0. , 0.85749293, 0. ,\n", + " 1. , 1. , 0. ],\n", + " [0. , 0. , 0. , 0.85749293, 0. ,\n", + " 1. , 1. , 0. ],\n", + " [1. , 0.9701425 , 0. , 0. , 1. ,\n", + " 0. , 0. , 1. ]])" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "estimations matrix:\n" + ] + }, + { + "data": { + "text/plain": [ + "array([[4. , 4. , 4. , 4. , 4. ,\n", + " nan, nan, 4. ],\n", + " [1. , 1.35990333, 2.15478388, 2.53390319, 1. ,\n", + " 3. , 3. , 1. ],\n", + " [ nan, 5. , 5. , 4.05248907, nan,\n", + " 3.95012863, 3.95012863, nan]])" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/plain": [ + "[[0, 20, 4.0, 30, 4.0],\n", + " [10, 50, 3.0, 60, 3.0, 0, 1.0, 40, 1.0, 70, 1.0],\n", + " [20, 10, 5.0, 20, 5.0]]" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# toy example\n", + "toy_train_read=pd.read_csv('./Datasets/toy-example/train.csv', sep='\\t', header=None, names=['user', 'item', 'rating', 'timestamp'])\n", + "toy_test_read=pd.read_csv('./Datasets/toy-example/test.csv', sep='\\t', header=None, names=['user', 'item', 'rating', 'timestamp'])\n", + "\n", + "toy_train_ui, toy_test_ui, toy_user_code_id, toy_user_id_code, \\\n", + "toy_item_code_id, toy_item_id_code = helpers.data_to_csr(toy_train_read, toy_test_read)\n", + "\n", + "\n", + "model=IKNN()\n", + "model.fit(toy_train_ui)\n", + "\n", + "print('toy train ui:')\n", + "display(toy_train_ui.A)\n", + "\n", + "print('similarity matrix:')\n", + "display(model.similarity_matrix_ii.A)\n", + "\n", + "print('estimations matrix:')\n", + "display(model.estimations)\n", + "\n", + "model.recommend(toy_user_code_id, toy_item_code_id)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "model=IKNN()\n", + "model.fit(train_ui)\n", + "\n", + "top_n=pd.DataFrame(model.recommend(user_code_id, item_code_id, topK=10))\n", + "\n", + "top_n.to_csv('Recommendations generated/ml-100k/Self_IKNN_reco.csv', index=False, header=False)\n", + "\n", + "estimations=pd.DataFrame(model.estimate(user_code_id, item_code_id, test_ui))\n", + "estimations.to_csv('Recommendations generated/ml-100k/Self_IKNN_estimations.csv', index=False, header=False)" + ] + }, + { + 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RMSEMAEprecisionrecallF_1F_05precision_superrecall_superNDCGmAPMRRLAUCHRReco in testTest coverageShannonGini
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" + ], + "text/plain": [ + " RMSE MAE precision recall F_1 F_05 \\\n", + "0 1.018363 0.808793 0.000318 0.000108 0.00014 0.000189 \n", + "\n", + " precision_super recall_super NDCG mAP MRR LAUC \\\n", + "0 0.0 0.0 0.000214 0.000037 0.000368 0.496391 \n", + "\n", + " HR Reco in test Test coverage Shannon Gini \n", + "0 0.003181 0.392153 0.11544 4.174741 0.965327 " + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import evaluation_measures as ev\n", + "estimations_df=pd.read_csv('Recommendations generated/ml-100k/Self_IKNN_estimations.csv', header=None)\n", + "reco=np.loadtxt('Recommendations generated/ml-100k/Self_IKNN_reco.csv', delimiter=',')\n", + "\n", + "ev.evaluate(test=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None),\n", + " estimations_df=estimations_df, \n", + " reco=reco,\n", + " super_reactions=[4,5])" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "943it [00:00, 10147.78it/s]\n", + "943it [00:00, 10520.51it/s]\n", + "943it [00:00, 11271.54it/s]\n", + "943it [00:00, 10559.24it/s]\n", + "943it [00:00, 11481.70it/s]\n", + "943it [00:00, 11630.19it/s]\n", + "943it [00:00, 12812.28it/s]\n", + "943it [00:00, 11515.83it/s]\n", + "943it [00:00, 12422.75it/s]\n", + "943it [00:00, 10454.80it/s]\n", + "943it [00:00, 10060.84it/s]\n" + ] + }, + { + "data": { + "text/html": [ + "
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ModelRMSEMAEprecisionrecallF_1F_05precision_superrecall_superNDCGmAPMRRLAUCHRReco in testTest coverageShannonGini
0Self_TopPop2.5082582.2179090.1888650.1169190.1187320.1415840.1304720.1374730.2146510.1117070.4009390.5555460.7656421.0000000.0389613.1590790.987317
0Ready_Baseline0.9494590.7524870.0914100.0376520.0460300.0612860.0796140.0564630.0959570.0431780.1981930.5155010.4379641.0000000.0339112.8365130.991139
0Self_GlobalAvg1.1257600.9435340.0611880.0259680.0313830.0413430.0405580.0321070.0676950.0274700.1711870.5095460.3849421.0000000.0259742.7117720.992003
0Ready_Random1.5100301.2118480.0500530.0223670.0259840.0337270.0306870.0232550.0553920.0216020.1376900.5077130.3382820.9879110.1875905.1118780.906685
0Ready_I-KNN1.0303860.8130670.0260870.0069080.0105930.0160460.0211370.0095220.0242140.0089580.0480680.4998850.1548250.4023330.4343435.1336500.877999
0Ready_I-KNNWithMeans0.9559210.7540370.0049840.0032250.0034060.0039560.0045060.0038610.0068150.0029060.0203320.4979690.0392360.5876990.0714292.6992780.991353
0Ready_I-KNNBaseline0.9353270.7374240.0025450.0007550.0011050.0016020.0022530.0009300.0034440.0013620.0117600.4967240.0212090.4828210.0598852.2325780.994487
0Ready_U-KNN1.0234950.8079130.0007420.0002050.0003050.0004490.0005360.0001980.0008450.0002740.0027440.4964410.0074230.6021210.0108232.0891860.995706
0Self_TopRated2.5082582.2179090.0009540.0001880.0002980.0004810.0006440.0002230.0010430.0003350.0033480.4964330.0095440.6990460.0050511.9459100.995669
0Self_BaselineUI0.9675850.7627400.0009540.0001700.0002780.0004630.0006440.0001890.0007520.0001680.0016770.4964240.0095440.6005300.0050511.8031260.996380
0Self_IKNN1.0183630.8087930.0003180.0001080.0001400.0001890.0000000.0000000.0002140.0000370.0003680.4963910.0031810.3921530.1154404.1747410.965327
\n", + "
" + ], + "text/plain": [ + " Model RMSE MAE precision recall F_1 \\\n", + "0 Self_TopPop 2.508258 2.217909 0.188865 0.116919 0.118732 \n", + "0 Ready_Baseline 0.949459 0.752487 0.091410 0.037652 0.046030 \n", + "0 Self_GlobalAvg 1.125760 0.943534 0.061188 0.025968 0.031383 \n", + "0 Ready_Random 1.510030 1.211848 0.050053 0.022367 0.025984 \n", + "0 Ready_I-KNN 1.030386 0.813067 0.026087 0.006908 0.010593 \n", + "0 Ready_I-KNNWithMeans 0.955921 0.754037 0.004984 0.003225 0.003406 \n", + "0 Ready_I-KNNBaseline 0.935327 0.737424 0.002545 0.000755 0.001105 \n", + "0 Ready_U-KNN 1.023495 0.807913 0.000742 0.000205 0.000305 \n", + "0 Self_TopRated 2.508258 2.217909 0.000954 0.000188 0.000298 \n", + "0 Self_BaselineUI 0.967585 0.762740 0.000954 0.000170 0.000278 \n", + "0 Self_IKNN 1.018363 0.808793 0.000318 0.000108 0.000140 \n", + "\n", + " F_05 precision_super recall_super NDCG mAP MRR \\\n", + "0 0.141584 0.130472 0.137473 0.214651 0.111707 0.400939 \n", + "0 0.061286 0.079614 0.056463 0.095957 0.043178 0.198193 \n", + "0 0.041343 0.040558 0.032107 0.067695 0.027470 0.171187 \n", + "0 0.033727 0.030687 0.023255 0.055392 0.021602 0.137690 \n", + "0 0.016046 0.021137 0.009522 0.024214 0.008958 0.048068 \n", + "0 0.003956 0.004506 0.003861 0.006815 0.002906 0.020332 \n", + "0 0.001602 0.002253 0.000930 0.003444 0.001362 0.011760 \n", + "0 0.000449 0.000536 0.000198 0.000845 0.000274 0.002744 \n", + "0 0.000481 0.000644 0.000223 0.001043 0.000335 0.003348 \n", + "0 0.000463 0.000644 0.000189 0.000752 0.000168 0.001677 \n", + "0 0.000189 0.000000 0.000000 0.000214 0.000037 0.000368 \n", + "\n", + " LAUC HR Reco in test Test coverage Shannon Gini \n", + "0 0.555546 0.765642 1.000000 0.038961 3.159079 0.987317 \n", + "0 0.515501 0.437964 1.000000 0.033911 2.836513 0.991139 \n", + "0 0.509546 0.384942 1.000000 0.025974 2.711772 0.992003 \n", + "0 0.507713 0.338282 0.987911 0.187590 5.111878 0.906685 \n", + "0 0.499885 0.154825 0.402333 0.434343 5.133650 0.877999 \n", + "0 0.497969 0.039236 0.587699 0.071429 2.699278 0.991353 \n", + "0 0.496724 0.021209 0.482821 0.059885 2.232578 0.994487 \n", + "0 0.496441 0.007423 0.602121 0.010823 2.089186 0.995706 \n", + "0 0.496433 0.009544 0.699046 0.005051 1.945910 0.995669 \n", + "0 0.496424 0.009544 0.600530 0.005051 1.803126 0.996380 \n", + "0 0.496391 0.003181 0.392153 0.115440 4.174741 0.965327 " + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import imp\n", + "imp.reload(ev)\n", + "\n", + "import evaluation_measures as ev\n", + "dir_path=\"Recommendations generated/ml-100k/\"\n", + "super_reactions=[4,5]\n", + "test=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None)\n", + "\n", + "ev.evaluate_all(test, dir_path, super_reactions)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Ready-made KNNs - Surprise implementation" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### I-KNN - basic" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Computing the cosine similarity matrix...\n", + "Done computing similarity matrix.\n", + "Generating predictions...\n", + "Generating top N recommendations...\n", + "Generating predictions...\n" + ] + } + ], + "source": [ + "import helpers\n", + "import surprise as sp\n", + "import imp\n", + "imp.reload(helpers)\n", + "\n", + "sim_options = {'name': 'cosine',\n", + " 'user_based': False} # compute similarities between items\n", + "algo = sp.KNNBasic(sim_options=sim_options)\n", + "\n", + "helpers.ready_made(algo, reco_path='Recommendations generated/ml-100k/Ready_I-KNN_reco.csv',\n", + " estimations_path='Recommendations generated/ml-100k/Ready_I-KNN_estimations.csv')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### U-KNN - basic" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Computing the cosine similarity matrix...\n", + "Done computing similarity matrix.\n", + "Generating predictions...\n", + "Generating top N recommendations...\n", + "Generating predictions...\n" + ] + } + ], + "source": [ + "import helpers\n", + "import surprise as sp\n", + "import imp\n", + "imp.reload(helpers)\n", + "\n", + "sim_options = {'name': 'cosine',\n", + " 'user_based': True} # compute similarities between users\n", + "algo = sp.KNNBasic(sim_options=sim_options)\n", + "\n", + "helpers.ready_made(algo, reco_path='Recommendations generated/ml-100k/Ready_U-KNN_reco.csv',\n", + " estimations_path='Recommendations generated/ml-100k/Ready_U-KNN_estimations.csv')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### I-KNN - on top baseline" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Estimating biases using als...\n", + "Computing the msd similarity matrix...\n", + "Done computing similarity matrix.\n", + "Generating predictions...\n", + "Generating top N recommendations...\n", + "Generating predictions...\n" + ] + } + ], + "source": [ + "import helpers\n", + "import surprise as sp\n", + "import imp\n", + "imp.reload(helpers)\n", + "\n", + "sim_options = {'name': 'cosine',\n", + " 'user_based': False} # compute similarities between items\n", + "algo = sp.KNNBaseline()\n", + "\n", + "helpers.ready_made(algo, reco_path='Recommendations generated/ml-100k/Ready_I-KNNBaseline_reco.csv',\n", + " estimations_path='Recommendations generated/ml-100k/Ready_I-KNNBaseline_estimations.csv')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# project task 4: use a version of your choice of Surprise KNNalgorithm" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Estimating biases using als...\n", + "Computing the msd similarity matrix...\n", + "Done computing similarity matrix.\n", + "Generating predictions...\n", + "Generating top N recommendations...\n", + "Generating predictions...\n" + ] + } + ], + "source": [ + "# read the docs and try to find best parameter configuration (let say in terms of RMSE)\n", + "# https://surprise.readthedocs.io/en/stable/knn_inspired.html##surprise.prediction_algorithms.knns.KNNBaseline\n", + "# the solution here can be similar to examples above\n", + "# please save the output in 'Recommendations generated/ml-100k/Self_KNNSurprisetask_reco.csv' and\n", + "# 'Recommendations generated/ml-100k/Self_KNNSurprisetask_estimations.csv'import helpers\n", + "import helpers\n", + "import surprise as sp\n", + "import imp\n", + "imp.reload(helpers)\n", + "\n", + "sim_options = {'name': 'cosine',\n", + " 'user_based': False} # compute similarities between itemsalgo = sp.KNNWithMeans()\n", + "\n", + "helpers.ready_made(algo, reco_path='Recommendations generated/ml-100k/Ready_I-KNNWithMeans_reco.csv',\n", + " estimations_path='Recommendations generated/ml-100k/Ready_I-KNNWithMeans_estimations.csv')\n" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Computing the msd similarity matrix...\n", + "Done computing similarity matrix.\n", + "Generating predictions...\n", + "Generating top N recommendations...\n", + "Generating predictions...\n" + ] + } + ], + "source": [ + "import helpers\n", + "import surprise as sp\n", + "import imp\n", + "imp.reload(helpers)\n", + "\n", + "sim_options = {'name': 'cosine',\n", + " 'user_based': False} # compute similarities between items\n", + "algo = sp.KNNWithZScore()\n", + "\n", + "helpers.ready_made(algo, reco_path='Recommendations generated/ml-100k/Ready_I-KNNWithZScore_reco.csv',\n", + " estimations_path='Recommendations generated/ml-100k/Ready_I-KNNWithZScore_estimations.csv')\n" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "943it [00:00, 9747.78it/s]\n", + "943it [00:00, 9750.32it/s]\n", + "943it [00:00, 9851.45it/s]\n", + "943it [00:00, 9725.68it/s]\n", + "943it [00:00, 10165.20it/s]\n", + "943it [00:00, 9550.69it/s]\n", + "943it [00:00, 9952.76it/s]\n", + "943it [00:00, 9952.94it/s]\n", + "943it [00:00, 9648.19it/s]\n", + "943it [00:00, 9849.07it/s]\n", + "943it [00:00, 10166.95it/s]\n", + "943it [00:00, 9550.69it/s]\n" + ] + } + ], + "source": [ + "dir_path='Recommendations generated/ml-100k/'\n", + "super_reactions=[4,5]\n", + "test=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\t', header=None)\n", + "\n", + "result = ev.evaluate_all(test, dir_path, super_reactions)\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.8.3" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/P4. Appendix - embeddings in high demensional spaces.ipynb b/P4. Appendix - embeddings in high demensional spaces.ipynb new file mode 100644 index 0000000..4dab5c3 --- /dev/null +++ b/P4. Appendix - embeddings in high demensional spaces.ipynb @@ -0,0 +1,87 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "['dimensions: 1, cases when observation is the nearest: 0.0%',\n", + " 'dimensions: 2, cases when observation is the nearest: 0.0%',\n", + " 'dimensions: 3, cases when observation is the nearest: 1.0%',\n", + " 'dimensions: 10, cases when observation is the nearest: 8.0%',\n", + " 'dimensions: 20, cases when observation is the nearest: 75.0%',\n", + " 'dimensions: 30, cases when observation is the nearest: 94.0%',\n", + " 'dimensions: 40, cases when observation is the nearest: 100.0%',\n", + " 'dimensions: 50, cases when observation is the nearest: 100.0%',\n", + " 'dimensions: 60, cases when observation is the nearest: 100.0%',\n", + " 'dimensions: 70, cases when observation is the nearest: 100.0%',\n", + " 'dimensions: 80, cases when observation is the nearest: 100.0%',\n", + " 'dimensions: 90, cases when observation is the nearest: 100.0%']" + ] + }, + "execution_count": 1, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import numpy as np\n", + "import pandas as pd\n", + "import random\n", + "from numpy.linalg import norm\n", + "\n", + "dimensions=[1,2,3]+[10*i for i in range(1,10)]\n", + "nb_vectors=10000\n", + "trials=100\n", + "k=1 # by setting k=1 we want to check how often the closest vector to the avarage of 2 random vectors is one of these 2 vectors\n", + "\n", + "result=[]\n", + "for dimension in dimensions:\n", + " vectors=np.random.normal(0,1,size=(nb_vectors, dimension))\n", + " successes=0\n", + " for i in range(trials):\n", + " i1,i2=random.sample(range(nb_vectors),2)\n", + " target=(vectors[i1]+vectors[i2])/2\n", + "\n", + " distances=pd.DataFrame(enumerate(np.dot(target, vectors.transpose())/norm(target)/norm(vectors.transpose(), axis=0)))\n", + " distances=distances.sort_values(by=[1], ascending=False)\n", + " if (i1 in (list(distances[0][:k]))) | (i2 in (list(distances[0][:k]))):\n", + " successes+=1\n", + " result.append(successes/trials)\n", + " \n", + "[f'dimensions: {i}, cases when observation is the nearest: {100*round(j,3)}%' for i,j in zip(dimensions, result)]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.8.3" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/P4. Matrix Factorization.ipynb b/P4. Matrix Factorization.ipynb new file mode 100644 index 0000000..0253a3b --- /dev/null +++ b/P4. Matrix Factorization.ipynb @@ -0,0 +1,1643 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Self made SVD" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import helpers\n", + "import pandas as pd\n", + "import numpy as np\n", + "import scipy.sparse as sparse\n", + "from collections import defaultdict\n", + "from itertools import chain\n", + "import random\n", + "\n", + "train_read=pd.read_csv('./Datasets/ml-100k/train.csv', sep='\\t', header=None)\n", + "test_read=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None)\n", + "train_ui, test_ui, user_code_id, user_id_code, item_code_id, item_id_code = helpers.data_to_csr(train_read, test_read)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "# Done similarly to https://github.com/albertauyeung/matrix-factorization-in-python\n", + "from tqdm import tqdm\n", + "\n", + "class SVD():\n", + " \n", + " def __init__(self, train_ui, learning_rate, regularization, nb_factors, iterations):\n", + " self.train_ui=train_ui\n", + " self.uir=list(zip(*[train_ui.nonzero()[0],train_ui.nonzero()[1], train_ui.data]))\n", + " \n", + " self.learning_rate=learning_rate\n", + " self.regularization=regularization\n", + " self.iterations=iterations\n", + " self.nb_users, self.nb_items=train_ui.shape\n", + " self.nb_ratings=train_ui.nnz\n", + " self.nb_factors=nb_factors\n", + " \n", + " self.Pu=np.random.normal(loc=0, scale=1./self.nb_factors, size=(self.nb_users, self.nb_factors))\n", + " self.Qi=np.random.normal(loc=0, scale=1./self.nb_factors, size=(self.nb_items, self.nb_factors))\n", + "\n", + " def train(self, test_ui=None):\n", + " if test_ui!=None:\n", + " self.test_uir=list(zip(*[test_ui.nonzero()[0],test_ui.nonzero()[1], test_ui.data]))\n", + " \n", + " self.learning_process=[]\n", + " pbar = tqdm(range(self.iterations))\n", + " for i in pbar:\n", + " pbar.set_description(f'Epoch {i} RMSE: {self.learning_process[-1][1] if i>0 else 0}. Training epoch {i+1}...')\n", + " np.random.shuffle(self.uir)\n", + " self.sgd(self.uir)\n", + " if test_ui==None:\n", + " self.learning_process.append([i+1, self.RMSE_total(self.uir)])\n", + " else:\n", + " self.learning_process.append([i+1, self.RMSE_total(self.uir), self.RMSE_total(self.test_uir)])\n", + " \n", + " def sgd(self, uir):\n", + " \n", + " for u, i, score in uir:\n", + " # Computer prediction and error\n", + " prediction = self.get_rating(u,i)\n", + " e = (score - prediction)\n", + " \n", + " # Update user and item latent feature matrices\n", + " Pu_update=self.learning_rate * (e * self.Qi[i] - self.regularization * self.Pu[u])\n", + " Qi_update=self.learning_rate * (e * self.Pu[u] - self.regularization * self.Qi[i])\n", + " \n", + " self.Pu[u] += Pu_update\n", + " self.Qi[i] += Qi_update\n", + " \n", + " def get_rating(self, u, i):\n", + " prediction = self.Pu[u].dot(self.Qi[i].T)\n", + " return prediction\n", + " \n", + " def RMSE_total(self, uir):\n", + " RMSE=0\n", + " for u,i, score in uir:\n", + " prediction = self.get_rating(u,i)\n", + " RMSE+=(score - prediction)**2\n", + " return np.sqrt(RMSE/len(uir))\n", + " \n", + " def estimations(self):\n", + " self.estimations=\\\n", + " np.dot(self.Pu,self.Qi.T)\n", + "\n", + " def recommend(self, user_code_id, item_code_id, topK=10):\n", + " \n", + " top_k = defaultdict(list)\n", + " for nb_user, user in enumerate(self.estimations):\n", + " \n", + " user_rated=self.train_ui.indices[self.train_ui.indptr[nb_user]:self.train_ui.indptr[nb_user+1]]\n", + " for item, score in enumerate(user):\n", + " if item not in user_rated and not np.isnan(score):\n", + " top_k[user_code_id[nb_user]].append((item_code_id[item], score))\n", + " result=[]\n", + " # Let's choose k best items in the format: (user, item1, score1, item2, score2, ...)\n", + " for uid, item_scores in top_k.items():\n", + " item_scores.sort(key=lambda x: x[1], reverse=True)\n", + " result.append([uid]+list(chain(*item_scores[:topK])))\n", + " return result\n", + " \n", + " def estimate(self, user_code_id, item_code_id, test_ui):\n", + " result=[]\n", + " for user, item in zip(*test_ui.nonzero()):\n", + " result.append([user_code_id[user], item_code_id[item], \n", + " self.estimations[user,item] if not np.isnan(self.estimations[user,item]) else 1])\n", + " return result" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Epoch 39 RMSE: 0.7503496297849689. Training epoch 40...: 100%|██████████| 40/40 [01:12<00:00, 1.81s/it]\n" + ] + } + ], + "source": [ + "model=SVD(train_ui, learning_rate=0.005, regularization=0.02, nb_factors=100, iterations=40)\n", + "model.train(test_ui)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "\n", + "df=pd.DataFrame(model.learning_process).iloc[:,:2]\n", + "df.columns=['epoch', 'train_RMSE']\n", + "plt.plot('epoch', 'train_RMSE', data=df, color='blue')\n", + "plt.legend()" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "\n", + "df=pd.DataFrame(model.learning_process[10:], columns=['epoch', 'train_RMSE', 'test_RMSE'])\n", + "plt.plot('epoch', 'train_RMSE', data=df, color='blue')\n", + "plt.plot('epoch', 'test_RMSE', data=df, color='yellow', linestyle='dashed')\n", + "plt.legend()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Saving and evaluating recommendations" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "model.estimations()\n", + "\n", + "top_n=pd.DataFrame(model.recommend(user_code_id, item_code_id, topK=10))\n", + "\n", + "top_n.to_csv('Recommendations generated/ml-100k/Self_SVD_reco.csv', index=False, header=False)\n", + "\n", + "estimations=pd.DataFrame(model.estimate(user_code_id, item_code_id, test_ui))\n", + "estimations.to_csv('Recommendations generated/ml-100k/Self_SVD_estimations.csv', index=False, header=False)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "943it [00:00, 10387.88it/s]\n" + ] + }, + { + "data": { + "text/html": [ + "
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RMSEMAEprecisionrecallF_1F_05precision_superrecall_superNDCGmAPMRRLAUCHRReco in testTest coverageShannonGini
00.916330.7201530.1033930.0444550.0531770.0700730.0938840.0793660.1077920.0512810.200210.5189570.475080.8530220.1471863.9113560.971196
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" + ], + "text/plain": [ + " RMSE MAE precision recall F_1 F_05 \\\n", + "0 0.91633 0.720153 0.103393 0.044455 0.053177 0.070073 \n", + "\n", + " precision_super recall_super NDCG mAP MRR LAUC \\\n", + "0 0.093884 0.079366 0.107792 0.051281 0.20021 0.518957 \n", + "\n", + " HR Reco in test Test coverage Shannon Gini \n", + "0 0.47508 0.853022 0.147186 3.911356 0.971196 " + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import evaluation_measures as ev\n", + "\n", + "estimations_df=pd.read_csv('Recommendations generated/ml-100k/Self_SVD_estimations.csv', header=None)\n", + "reco=np.loadtxt('Recommendations generated/ml-100k/Self_SVD_reco.csv', delimiter=',')\n", + "\n", + "ev.evaluate(test=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None),\n", + " estimations_df=estimations_df, \n", + " reco=reco,\n", + " super_reactions=[4,5])" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "943it [00:00, 10057.03it/s]\n", + "943it [00:00, 10623.82it/s]\n", + "943it [00:00, 9952.71it/s]\n", + "943it [00:00, 10166.90it/s]\n", + "943it [00:00, 10805.10it/s]\n", + "943it [00:00, 10623.82it/s]\n", + "943it [00:00, 10390.37it/s]\n", + "943it [00:00, 10166.95it/s]\n", + "943it [00:00, 11057.98it/s]\n", + "943it [00:00, 10170.01it/s]\n", + "943it [00:00, 10994.41it/s]\n", + "943it [00:00, 10390.45it/s]\n", + "943it [00:00, 10166.77it/s]\n" + ] + }, + { + "data": { + "text/html": [ + "
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ModelRMSEMAEprecisionrecallF_1F_05precision_superrecall_superNDCGmAPMRRLAUCHRReco in testTest coverageShannonGini
0Self_TopPop2.5082582.2179090.1888650.1169190.1187320.1415840.1304720.1374730.2146510.1117070.4009390.5555460.7656421.0000000.0389613.1590790.987317
0Self_SVD0.9163300.7201530.1033930.0444550.0531770.0700730.0938840.0793660.1077920.0512810.2002100.5189570.4750800.8530220.1471863.9113560.971196
0Ready_Baseline0.9494590.7524870.0914100.0376520.0460300.0612860.0796140.0564630.0959570.0431780.1981930.5155010.4379641.0000000.0339112.8365130.991139
0Self_GlobalAvg1.1257600.9435340.0611880.0259680.0313830.0413430.0405580.0321070.0676950.0274700.1711870.5095460.3849421.0000000.0259742.7117720.992003
0Ready_Random1.5100301.2118480.0500530.0223670.0259840.0337270.0306870.0232550.0553920.0216020.1376900.5077130.3382820.9879110.1875905.1118780.906685
0Ready_I-KNN1.0303860.8130670.0260870.0069080.0105930.0160460.0211370.0095220.0242140.0089580.0480680.4998850.1548250.4023330.4343435.1336500.877999
0Ready_I-KNNWithZScore0.9577010.7523870.0037120.0019940.0023800.0029190.0034330.0024010.0051370.0021580.0164580.4973490.0275720.3899260.0678212.4757470.992793
0Ready_I-KNNWithMeans0.9353270.7374240.0025450.0007550.0011050.0016020.0022530.0009300.0034440.0013620.0117600.4967240.0212090.4828210.0598852.2325780.994487
0Ready_I-KNNBaseline0.9353270.7374240.0025450.0007550.0011050.0016020.0022530.0009300.0034440.0013620.0117600.4967240.0212090.4828210.0598852.2325780.994487
0Ready_U-KNN1.0234950.8079130.0007420.0002050.0003050.0004490.0005360.0001980.0008450.0002740.0027440.4964410.0074230.6021210.0108232.0891860.995706
0Self_TopRated2.5082582.2179090.0009540.0001880.0002980.0004810.0006440.0002230.0010430.0003350.0033480.4964330.0095440.6990460.0050511.9459100.995669
0Self_BaselineUI0.9675850.7627400.0009540.0001700.0002780.0004630.0006440.0001890.0007520.0001680.0016770.4964240.0095440.6005300.0050511.8031260.996380
0Self_IKNN1.0183630.8087930.0003180.0001080.0001400.0001890.0000000.0000000.0002140.0000370.0003680.4963910.0031810.3921530.1154404.1747410.965327
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" + ], + "text/plain": [ + " Model RMSE MAE precision recall F_1 \\\n", + "0 Self_TopPop 2.508258 2.217909 0.188865 0.116919 0.118732 \n", + "0 Self_SVD 0.916330 0.720153 0.103393 0.044455 0.053177 \n", + "0 Ready_Baseline 0.949459 0.752487 0.091410 0.037652 0.046030 \n", + "0 Self_GlobalAvg 1.125760 0.943534 0.061188 0.025968 0.031383 \n", + "0 Ready_Random 1.510030 1.211848 0.050053 0.022367 0.025984 \n", + "0 Ready_I-KNN 1.030386 0.813067 0.026087 0.006908 0.010593 \n", + "0 Ready_I-KNNWithZScore 0.957701 0.752387 0.003712 0.001994 0.002380 \n", + "0 Ready_I-KNNWithMeans 0.935327 0.737424 0.002545 0.000755 0.001105 \n", + "0 Ready_I-KNNBaseline 0.935327 0.737424 0.002545 0.000755 0.001105 \n", + "0 Ready_U-KNN 1.023495 0.807913 0.000742 0.000205 0.000305 \n", + "0 Self_TopRated 2.508258 2.217909 0.000954 0.000188 0.000298 \n", + "0 Self_BaselineUI 0.967585 0.762740 0.000954 0.000170 0.000278 \n", + "0 Self_IKNN 1.018363 0.808793 0.000318 0.000108 0.000140 \n", + "\n", + " F_05 precision_super recall_super NDCG mAP MRR \\\n", + "0 0.141584 0.130472 0.137473 0.214651 0.111707 0.400939 \n", + "0 0.070073 0.093884 0.079366 0.107792 0.051281 0.200210 \n", + "0 0.061286 0.079614 0.056463 0.095957 0.043178 0.198193 \n", + "0 0.041343 0.040558 0.032107 0.067695 0.027470 0.171187 \n", + "0 0.033727 0.030687 0.023255 0.055392 0.021602 0.137690 \n", + "0 0.016046 0.021137 0.009522 0.024214 0.008958 0.048068 \n", + "0 0.002919 0.003433 0.002401 0.005137 0.002158 0.016458 \n", + "0 0.001602 0.002253 0.000930 0.003444 0.001362 0.011760 \n", + "0 0.001602 0.002253 0.000930 0.003444 0.001362 0.011760 \n", + "0 0.000449 0.000536 0.000198 0.000845 0.000274 0.002744 \n", + "0 0.000481 0.000644 0.000223 0.001043 0.000335 0.003348 \n", + "0 0.000463 0.000644 0.000189 0.000752 0.000168 0.001677 \n", + "0 0.000189 0.000000 0.000000 0.000214 0.000037 0.000368 \n", + "\n", + " LAUC HR Reco in test Test coverage Shannon Gini \n", + "0 0.555546 0.765642 1.000000 0.038961 3.159079 0.987317 \n", + "0 0.518957 0.475080 0.853022 0.147186 3.911356 0.971196 \n", + "0 0.515501 0.437964 1.000000 0.033911 2.836513 0.991139 \n", + "0 0.509546 0.384942 1.000000 0.025974 2.711772 0.992003 \n", + "0 0.507713 0.338282 0.987911 0.187590 5.111878 0.906685 \n", + "0 0.499885 0.154825 0.402333 0.434343 5.133650 0.877999 \n", + "0 0.497349 0.027572 0.389926 0.067821 2.475747 0.992793 \n", + "0 0.496724 0.021209 0.482821 0.059885 2.232578 0.994487 \n", + "0 0.496724 0.021209 0.482821 0.059885 2.232578 0.994487 \n", + "0 0.496441 0.007423 0.602121 0.010823 2.089186 0.995706 \n", + "0 0.496433 0.009544 0.699046 0.005051 1.945910 0.995669 \n", + "0 0.496424 0.009544 0.600530 0.005051 1.803126 0.996380 \n", + "0 0.496391 0.003181 0.392153 0.115440 4.174741 0.965327 " + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import evaluation_measures as ev\n", + "\n", + "dir_path=\"Recommendations generated/ml-100k/\"\n", + "super_reactions=[4,5]\n", + "test=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None)\n", + "\n", + "ev.evaluate_all(test, dir_path, super_reactions)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Embeddings" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[1, 2],\n", + " [3, 4]])" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/plain": [ + "array([[0.4472136 , 0.89442719],\n", + " [0.6 , 0.8 ]])" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "x=np.array([[1,2],[3,4]])\n", + "display(x)\n", + "x/np.linalg.norm(x, axis=1)[:,None]" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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codescoreitem_ididtitlegenres
013111.00000013121312Pompatus of Love, The (1996)Comedy, Drama
113950.99263813961396Stonewall (1995)Drama
214480.99195414491449Pather Panchali (1955)Drama
312010.99172612021202Maybe, Maybe Not (Bewegte Mann, Der) (1994)Comedy
414050.99141914061406When Night Is Falling (1995)Drama, Romance
512500.99110812511251A Chef in Love (1996)Comedy
612630.99110012641264Nothing to Lose (1994)Drama
711230.99106911241124Farewell to Arms, A (1932)Romance, War
811100.99104011111111Double Happiness (1994)Drama
911240.99088911251125Innocents, The (1961)Thriller
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" + ], + "text/plain": [ + " code score item_id id title \\\n", + "0 1311 1.000000 1312 1312 Pompatus of Love, The (1996) \n", + "1 1395 0.992638 1396 1396 Stonewall (1995) \n", + "2 1448 0.991954 1449 1449 Pather Panchali (1955) \n", + "3 1201 0.991726 1202 1202 Maybe, Maybe Not (Bewegte Mann, Der) (1994) \n", + "4 1405 0.991419 1406 1406 When Night Is Falling (1995) \n", + "5 1250 0.991108 1251 1251 A Chef in Love (1996) \n", + "6 1263 0.991100 1264 1264 Nothing to Lose (1994) \n", + "7 1123 0.991069 1124 1124 Farewell to Arms, A (1932) \n", + "8 1110 0.991040 1111 1111 Double Happiness (1994) \n", + "9 1124 0.990889 1125 1125 Innocents, The (1961) \n", + "\n", + " genres \n", + "0 Comedy, Drama \n", + "1 Drama \n", + "2 Drama \n", + "3 Comedy \n", + "4 Drama, Romance \n", + "5 Comedy \n", + "6 Drama \n", + "7 Romance, War \n", + "8 Drama \n", + "9 Thriller " + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "item=random.choice(list(set(train_ui.indices)))\n", + "\n", + "embeddings_norm=model.Qi/np.linalg.norm(model.Qi, axis=1)[:,None] # we do not mean-center here\n", + "# omitting normalization also makes sense, but items with a greater magnitude will be recommended more often\n", + "\n", + "similarity_scores=np.dot(embeddings_norm,embeddings_norm[item].T)\n", + "top_similar_items=pd.DataFrame(enumerate(similarity_scores), columns=['code', 'score'])\\\n", + ".sort_values(by=['score'], ascending=[False])[:10]\n", + "\n", + "top_similar_items['item_id']=top_similar_items['code'].apply(lambda x: item_code_id[x])\n", + "\n", + "items=pd.read_csv('./Datasets/ml-100k/movies.csv')\n", + "\n", + "result=pd.merge(top_similar_items, items, left_on='item_id', right_on='id')\n", + "\n", + "result" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [], + "source": [ + "# project task 5: implement SVD on top baseline (as it is in Surprise library)from tqdm import tqdm\n", + "\n", + "class SVDBaseline():\n", + "\n", + " def __init__(self, train_ui, learning_rate, regularization, nb_factors, iterations):\n", + " self.train_ui=train_ui\n", + " self.uir=list(zip(*[train_ui.nonzero()[0],train_ui.nonzero()[1], train_ui.data]))\n", + "\n", + " self.learning_rate=learning_rate\n", + " self.regularization=regularization\n", + " self.iterations=iterations\n", + " self.nb_users, self.nb_items=train_ui.shape\n", + " self.nb_ratings=train_ui.nnz\n", + " self.nb_factors=nb_factors\n", + "\n", + " self.Pu=np.random.normal(loc=0, scale=1./self.nb_factors, size=(self.nb_users, self.nb_factors))\n", + " self.Qi=np.random.normal(loc=0, scale=1./self.nb_factors, size=(self.nb_items, self.nb_factors))\n", + "\n", + " self.b_u = np.zeros(self.nb_users)\n", + " self.b_i = np.zeros(self.nb_items)\n", + "\n", + " def train(self, test_ui=None):\n", + " if test_ui!=None:\n", + " self.test_uir=list(zip(*[test_ui.nonzero()[0],test_ui.nonzero()[1], test_ui.data]))\n", + "\n", + " self.learning_process=[]\n", + " pbar = tqdm(range(self.iterations))\n", + " for i in pbar:\n", + " pbar.set_description(f'Epoch {i} RMSE: {self.learning_process[-1][1] if i>0 else 0}. Training epoch {i+1}...')\n", + " np.random.shuffle(self.uir)\n", + " self.sgd(self.uir)\n", + " if test_ui==None:\n", + " self.learning_process.append([i+1, self.RMSE_total(self.uir)])\n", + " else:\n", + " self.learning_process.append([i+1, self.RMSE_total(self.uir), self.RMSE_total(self.test_uir)])\n", + "\n", + " def sgd(self, uir):\n", + "\n", + " for u, i, score in uir:\n", + " prediction = self.get_rating(u,i)\n", + " e = (score - prediction)\n", + " \n", + " \n", + " b_u_update = self.learning_rate * (e - self.regularization * self.b_u[u])\n", + " b_i_update = self.learning_rate * (e - self.regularization * self.b_i[i])\n", + " \n", + " self.b_u[u] += b_u_update\n", + " self.b_i[i] += b_i_update\n", + " Pu_update=self.learning_rate * (e * self.Qi[i] - self.regularization * self.Pu[u])\n", + " Qi_update=self.learning_rate * (e * self.Pu[u] - self.regularization * self.Qi[i])\n", + " \n", + " self.Pu[u] += Pu_update\n", + " self.Qi[i] += Qi_update\n", + " \n", + " def get_rating(self, u, i):\n", + " prediction = self.b_u[u] + self.b_i[i] + self.Pu[u].dot(self.Qi[i].T)\n", + " return prediction\n", + " \n", + " def RMSE_total(self, uir):\n", + " RMSE=0\n", + " for u,i, score in uir:\n", + " prediction = self.get_rating(u,i)\n", + " RMSE+=(score - prediction)**2\n", + " return np.sqrt(RMSE/len(uir))\n", + " \n", + " def estimations(self):\n", + " self.estimations= self.b_u[:,np.newaxis] + self.b_i[np.newaxis:,] + np.dot(self.Pu,self.Qi.T)\n", + "\n", + " def recommend(self, user_code_id, item_code_id, topK=10):\n", + " \n", + " top_k = defaultdict(list)\n", + " for nb_user, user in enumerate(self.estimations):\n", + " \n", + " user_rated=self.train_ui.indices[self.train_ui.indptr[nb_user]:self.train_ui.indptr[nb_user+1]]\n", + " for item, score in enumerate(user):\n", + " if item not in user_rated and not np.isnan(score):\n", + " top_k[user_code_id[nb_user]].append((item_code_id[item], score))\n", + " result=[]\n", + " for uid, item_scores in top_k.items():\n", + " item_scores.sort(key=lambda x: x[1], reverse=True)\n", + " result.append([uid]+list(chain(*item_scores[:topK])))\n", + " return result\n", + " \n", + " def estimate(self, user_code_id, item_code_id, test_ui):\n", + " result=[]\n", + " for user, item in zip(*test_ui.nonzero()):\n", + " result.append([user_code_id[user], item_code_id[item], \n", + " self.estimations[user,item] if not np.isnan(self.estimations[user,item]) else 1])\n", + " return result" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [], + "source": [ + "# making changes to our implementation by considering additional parameters in the gradient descent procedure \n", + "# seems to be the fastest option\n", + "# please save the output in 'Recommendations generated/ml-100k/Self_SVDBaseline_reco.csv' and\n", + "# 'Recommendations generated/ml-100k/Self_SVDBaseline_estimations.csv'" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Ready-made SVD - Surprise implementation" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### SVD" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Generating predictions...\n", + "Generating top N recommendations...\n", + "Generating predictions...\n" + ] + } + ], + "source": [ + "import helpers\n", + "import surprise as sp\n", + "import imp\n", + "imp.reload(helpers)\n", + "\n", + "algo = sp.SVD(biased=False) # to use unbiased version\n", + "\n", + "helpers.ready_made(algo, reco_path='Recommendations generated/ml-100k/Ready_SVD_reco.csv',\n", + " estimations_path='Recommendations generated/ml-100k/Ready_SVD_estimations.csv')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### SVD biased - on top baseline" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Generating predictions...\n", + "Generating top N recommendations...\n", + "Generating predictions...\n" + ] + } + ], + "source": [ + "import helpers\n", + "import surprise as sp\n", + "import imp\n", + "imp.reload(helpers)\n", + "\n", + "algo = sp.SVD() # default is biased=True\n", + "\n", + "helpers.ready_made(algo, reco_path='Recommendations generated/ml-100k/Ready_SVDBiased_reco.csv',\n", + " estimations_path='Recommendations generated/ml-100k/Ready_SVDBiased_estimations.csv')" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "943it [00:00, 9346.25it/s]\n", + "943it [00:00, 10163.97it/s]\n", + "943it [00:00, 10745.39it/s]\n", + "943it [00:00, 10228.45it/s]\n", + "943it [00:00, 10502.49it/s]\n", + "943it [00:00, 10627.14it/s]\n", + "943it [00:00, 10620.29it/s]\n", + "943it [00:00, 10991.05it/s]\n", + "943it [00:00, 9955.97it/s]\n", + "943it [00:00, 10510.36it/s]\n", + "943it [00:00, 9746.48it/s]\n", + "943it [00:00, 10164.36it/s]\n", + "943it [00:00, 10693.82it/s]\n", + "943it [00:00, 10927.37it/s]\n", + "943it [00:00, 10620.60it/s]\n" + ] + }, + { + "data": { + "text/html": [ + "
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ModelRMSEMAEprecisionrecallF_1F_05precision_superrecall_superNDCGmAPMRRLAUCHRReco in testTest coverageShannonGini
0Self_TopPop2.5082582.2179090.1888650.1169190.1187320.1415840.1304720.1374730.2146510.1117070.4009390.5555460.7656421.0000000.0389613.1590790.987317
0Ready_SVD0.9491650.7466670.0939550.0449690.0511970.0654740.0839060.0739960.1046720.0482110.2207570.5191870.4835630.9979850.2049064.4089130.954288
0Self_SVD0.9163300.7201530.1033930.0444550.0531770.0700730.0938840.0793660.1077920.0512810.2002100.5189570.4750800.8530220.1471863.9113560.971196
0Ready_Baseline0.9494590.7524870.0914100.0376520.0460300.0612860.0796140.0564630.0959570.0431780.1981930.5155010.4379641.0000000.0339112.8365130.991139
0Ready_SVDBiased0.9381460.7399170.0865320.0370670.0448320.0588770.0780040.0578650.0945830.0430130.2023910.5152020.4337220.9960760.1666674.1683540.964092
0Self_GlobalAvg1.1257600.9435340.0611880.0259680.0313830.0413430.0405580.0321070.0676950.0274700.1711870.5095460.3849421.0000000.0259742.7117720.992003
0Ready_Random1.5100301.2118480.0500530.0223670.0259840.0337270.0306870.0232550.0553920.0216020.1376900.5077130.3382820.9879110.1875905.1118780.906685
0Ready_I-KNN1.0303860.8130670.0260870.0069080.0105930.0160460.0211370.0095220.0242140.0089580.0480680.4998850.1548250.4023330.4343435.1336500.877999
0Ready_I-KNNWithZScore0.9577010.7523870.0037120.0019940.0023800.0029190.0034330.0024010.0051370.0021580.0164580.4973490.0275720.3899260.0678212.4757470.992793
0Ready_I-KNNWithMeans0.9353270.7374240.0025450.0007550.0011050.0016020.0022530.0009300.0034440.0013620.0117600.4967240.0212090.4828210.0598852.2325780.994487
0Ready_I-KNNBaseline0.9353270.7374240.0025450.0007550.0011050.0016020.0022530.0009300.0034440.0013620.0117600.4967240.0212090.4828210.0598852.2325780.994487
0Ready_U-KNN1.0234950.8079130.0007420.0002050.0003050.0004490.0005360.0001980.0008450.0002740.0027440.4964410.0074230.6021210.0108232.0891860.995706
0Self_TopRated2.5082582.2179090.0009540.0001880.0002980.0004810.0006440.0002230.0010430.0003350.0033480.4964330.0095440.6990460.0050511.9459100.995669
0Self_BaselineUI0.9675850.7627400.0009540.0001700.0002780.0004630.0006440.0001890.0007520.0001680.0016770.4964240.0095440.6005300.0050511.8031260.996380
0Self_IKNN1.0183630.8087930.0003180.0001080.0001400.0001890.0000000.0000000.0002140.0000370.0003680.4963910.0031810.3921530.1154404.1747410.965327
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" + ], + "text/plain": [ + " Model RMSE MAE precision recall F_1 \\\n", + "0 Self_TopPop 2.508258 2.217909 0.188865 0.116919 0.118732 \n", + "0 Ready_SVD 0.949165 0.746667 0.093955 0.044969 0.051197 \n", + "0 Self_SVD 0.916330 0.720153 0.103393 0.044455 0.053177 \n", + "0 Ready_Baseline 0.949459 0.752487 0.091410 0.037652 0.046030 \n", + "0 Ready_SVDBiased 0.938146 0.739917 0.086532 0.037067 0.044832 \n", + "0 Self_GlobalAvg 1.125760 0.943534 0.061188 0.025968 0.031383 \n", + "0 Ready_Random 1.510030 1.211848 0.050053 0.022367 0.025984 \n", + "0 Ready_I-KNN 1.030386 0.813067 0.026087 0.006908 0.010593 \n", + "0 Ready_I-KNNWithZScore 0.957701 0.752387 0.003712 0.001994 0.002380 \n", + "0 Ready_I-KNNWithMeans 0.935327 0.737424 0.002545 0.000755 0.001105 \n", + "0 Ready_I-KNNBaseline 0.935327 0.737424 0.002545 0.000755 0.001105 \n", + "0 Ready_U-KNN 1.023495 0.807913 0.000742 0.000205 0.000305 \n", + "0 Self_TopRated 2.508258 2.217909 0.000954 0.000188 0.000298 \n", + "0 Self_BaselineUI 0.967585 0.762740 0.000954 0.000170 0.000278 \n", + "0 Self_IKNN 1.018363 0.808793 0.000318 0.000108 0.000140 \n", + "\n", + " F_05 precision_super recall_super NDCG mAP MRR \\\n", + "0 0.141584 0.130472 0.137473 0.214651 0.111707 0.400939 \n", + "0 0.065474 0.083906 0.073996 0.104672 0.048211 0.220757 \n", + "0 0.070073 0.093884 0.079366 0.107792 0.051281 0.200210 \n", + "0 0.061286 0.079614 0.056463 0.095957 0.043178 0.198193 \n", + "0 0.058877 0.078004 0.057865 0.094583 0.043013 0.202391 \n", + "0 0.041343 0.040558 0.032107 0.067695 0.027470 0.171187 \n", + "0 0.033727 0.030687 0.023255 0.055392 0.021602 0.137690 \n", + "0 0.016046 0.021137 0.009522 0.024214 0.008958 0.048068 \n", + "0 0.002919 0.003433 0.002401 0.005137 0.002158 0.016458 \n", + "0 0.001602 0.002253 0.000930 0.003444 0.001362 0.011760 \n", + "0 0.001602 0.002253 0.000930 0.003444 0.001362 0.011760 \n", + "0 0.000449 0.000536 0.000198 0.000845 0.000274 0.002744 \n", + "0 0.000481 0.000644 0.000223 0.001043 0.000335 0.003348 \n", + "0 0.000463 0.000644 0.000189 0.000752 0.000168 0.001677 \n", + "0 0.000189 0.000000 0.000000 0.000214 0.000037 0.000368 \n", + "\n", + " LAUC HR Reco in test Test coverage Shannon Gini \n", + "0 0.555546 0.765642 1.000000 0.038961 3.159079 0.987317 \n", + "0 0.519187 0.483563 0.997985 0.204906 4.408913 0.954288 \n", + "0 0.518957 0.475080 0.853022 0.147186 3.911356 0.971196 \n", + "0 0.515501 0.437964 1.000000 0.033911 2.836513 0.991139 \n", + "0 0.515202 0.433722 0.996076 0.166667 4.168354 0.964092 \n", + "0 0.509546 0.384942 1.000000 0.025974 2.711772 0.992003 \n", + "0 0.507713 0.338282 0.987911 0.187590 5.111878 0.906685 \n", + "0 0.499885 0.154825 0.402333 0.434343 5.133650 0.877999 \n", + "0 0.497349 0.027572 0.389926 0.067821 2.475747 0.992793 \n", + "0 0.496724 0.021209 0.482821 0.059885 2.232578 0.994487 \n", + "0 0.496724 0.021209 0.482821 0.059885 2.232578 0.994487 \n", + "0 0.496441 0.007423 0.602121 0.010823 2.089186 0.995706 \n", + "0 0.496433 0.009544 0.699046 0.005051 1.945910 0.995669 \n", + "0 0.496424 0.009544 0.600530 0.005051 1.803126 0.996380 \n", + "0 0.496391 0.003181 0.392153 0.115440 4.174741 0.965327 " + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import imp\n", + "imp.reload(ev)\n", + "\n", + "import evaluation_measures as ev\n", + "dir_path=\"Recommendations generated/ml-100k/\"\n", + "super_reactions=[4,5]\n", + "test=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None)\n", + "\n", + "ev.evaluate_all(test, dir_path, super_reactions)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.8.3" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/P5. Graph-based.ipynb b/P5. Graph-based.ipynb new file mode 100644 index 0000000..880e290 --- /dev/null +++ b/P5. Graph-based.ipynb @@ -0,0 +1,1481 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Self made RP3-beta" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import helpers\n", + "import pandas as pd\n", + "import numpy as np\n", + "import scipy.sparse as sparse\n", + "from collections import defaultdict\n", + "from itertools import chain\n", + "import random\n", + "import time\n", + "import matplotlib.pyplot as plt\n", + "\n", + "train_read=pd.read_csv('./Datasets/ml-100k/train.csv', sep='\\t', header=None)\n", + "test_read=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None)\n", + "train_ui, test_ui, user_code_id, user_id_code, item_code_id, item_id_code = helpers.data_to_csr(train_read, test_read)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "class RP3Beta():\n", + " def fit(self, train_ui, alpha, beta):\n", + " \"\"\"We weight our edges by user's explicit ratings so if user rated movie high we'll follow that path\n", + " with higher probability.\"\"\"\n", + " self.train_ui=train_ui\n", + " self.train_iu=train_ui.transpose()\n", + " \n", + " self.alpha = alpha\n", + " self.beta = beta\n", + " \n", + " # Define Pui \n", + " Pui=sparse.csr_matrix(self.train_ui/self.train_ui.sum(axis=1))\n", + " \n", + " # Define Piu\n", + " to_divide=np.vectorize(lambda x: x if x>0 else 1)(self.train_iu.sum(axis=1)) # to avoid dividing by zero\n", + " Piu=sparse.csr_matrix(self.train_iu/to_divide)\n", + " item_orders=(self.train_ui>0).sum(axis=0)\n", + " \n", + " Pui = Pui.power(self.alpha)\n", + " Piu = Piu.power(self.alpha)\n", + "\n", + " P3=Pui*Piu*Pui\n", + " \n", + " P3/=np.power(np.vectorize(lambda x: x if x>0 else 1)(item_orders), self.beta)\n", + " \n", + " self.estimations=np.array(P3)\n", + " \n", + " def recommend(self, user_code_id, item_code_id, topK=10):\n", + " \n", + " top_k = defaultdict(list)\n", + " for nb_user, user in enumerate(self.estimations):\n", + " \n", + " user_rated=self.train_ui.indices[self.train_ui.indptr[nb_user]:self.train_ui.indptr[nb_user+1]]\n", + " for item, score in enumerate(user):\n", + " if item not in user_rated and not np.isnan(score):\n", + " top_k[user_code_id[nb_user]].append((item_code_id[item], score))\n", + " result=[]\n", + " # Let's choose k best items in the format: (user, item1, score1, item2, score2, ...)\n", + " for uid, item_scores in top_k.items():\n", + " item_scores.sort(key=lambda x: x[1], reverse=True)\n", + " result.append([uid]+list(chain(*item_scores[:topK])))\n", + " return result\n", + " \n", + " def estimate(self, user_code_id, item_code_id, test_ui):\n", + " result=[]\n", + " for user, item in zip(*test_ui.nonzero()):\n", + " result.append([user_code_id[user], item_code_id[item], \n", + " self.estimations[user,item] if not np.isnan(self.estimations[user,item]) else 1])\n", + " return result" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "model=RP3Beta()\n", + "model.fit(train_ui, alpha=1, beta=0)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "top_n=pd.DataFrame(model.recommend(user_code_id, item_code_id, topK=10))\n", + "\n", + "top_n.to_csv('Recommendations generated/ml-100k/Self_P3_reco.csv', index=False, header=False)\n", + "\n", + "estimations=pd.DataFrame(model.estimate(user_code_id, item_code_id, test_ui))\n", + "estimations.to_csv('Recommendations generated/ml-100k/Self_P3_estimations.csv', index=False, header=False)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "943it [00:00, 9220.23it/s]\n" + ] + }, + { + "data": { + "text/html": [ + "
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RMSEMAEprecisionrecallF_1F_05precision_superrecall_superNDCGmAPMRRLAUCHRReco in testTest coverageShannonGini
03.7024463.5272730.2821850.1920920.1867490.216980.2041850.2400960.3391140.2049050.5721570.5935440.8759281.00.0772013.8758920.974947
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" + ], + "text/plain": [ + " RMSE MAE precision recall F_1 F_05 \\\n", + "0 3.702446 3.527273 0.282185 0.192092 0.186749 0.21698 \n", + "\n", + " precision_super recall_super NDCG mAP MRR LAUC \\\n", + "0 0.204185 0.240096 0.339114 0.204905 0.572157 0.593544 \n", + "\n", + " HR Reco in test Test coverage Shannon Gini \n", + "0 0.875928 1.0 0.077201 3.875892 0.974947 " + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import evaluation_measures as ev\n", + "estimations_df=pd.read_csv('Recommendations generated/ml-100k/Self_P3_estimations.csv', header=None)\n", + "reco=np.loadtxt('Recommendations generated/ml-100k/Self_P3_reco.csv', delimiter=',')\n", + "\n", + "ev.evaluate(test=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None),\n", + " estimations_df=estimations_df, \n", + " reco=reco,\n", + " super_reactions=[4,5])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Let's check hiperparameters" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "##### Alpha" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 0%| | 0/8 [00:00\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
AlphaRMSEMAEprecisionrecallF_1F_05precision_superrecall_superNDCGmAPMRRLAUCHRReco in testTest coverageShannonGini
00.2268.177832211.7326490.2626720.1668580.1662770.1971840.1876610.2032520.3209100.1961320.5633780.5808660.8504771.0000000.0606063.6696270.979636
00.410.5466897.7923730.2685050.1726690.1715690.2026430.1924890.2126530.3267600.2001720.5651480.5838010.8547191.0000000.0642143.7269960.978426
00.63.1439882.9487900.2746550.1805020.1778200.2087300.1981760.2227460.3328720.2032900.5688720.5877380.8706261.0000000.0656573.7852820.977090
00.83.6707283.4957350.2819720.1898680.1853000.2160710.2035410.2367510.3398670.2066880.5737290.5924320.8748671.0000000.0707073.8324150.975998
01.03.7024463.5272730.2821850.1920920.1867490.2169800.2041850.2400960.3391140.2049050.5721570.5935440.8759281.0000000.0772013.8758920.974947
01.23.7044413.5292510.2809120.1936330.1873110.2168720.2030040.2405880.3380490.2034530.5718300.5943130.8833511.0000000.0858593.9107180.974073
01.43.7045803.5293880.2735950.1906510.1838740.2121830.1994640.2391180.3295500.1954330.5661710.5927930.8716861.0000000.1075043.9619150.972674
01.63.7045913.5293990.2630970.1862550.1787090.2051700.1910940.2329200.3174390.1849170.5523490.5905450.8685050.9995760.1565664.0601560.969203
\n", + "" + ], + "text/plain": [ + " Alpha RMSE MAE precision recall F_1 F_05 \\\n", + "0 0.2 268.177832 211.732649 0.262672 0.166858 0.166277 0.197184 \n", + "0 0.4 10.546689 7.792373 0.268505 0.172669 0.171569 0.202643 \n", + "0 0.6 3.143988 2.948790 0.274655 0.180502 0.177820 0.208730 \n", + "0 0.8 3.670728 3.495735 0.281972 0.189868 0.185300 0.216071 \n", + "0 1.0 3.702446 3.527273 0.282185 0.192092 0.186749 0.216980 \n", + "0 1.2 3.704441 3.529251 0.280912 0.193633 0.187311 0.216872 \n", + "0 1.4 3.704580 3.529388 0.273595 0.190651 0.183874 0.212183 \n", + "0 1.6 3.704591 3.529399 0.263097 0.186255 0.178709 0.205170 \n", + "\n", + " precision_super recall_super NDCG mAP MRR LAUC \\\n", + "0 0.187661 0.203252 0.320910 0.196132 0.563378 0.580866 \n", + "0 0.192489 0.212653 0.326760 0.200172 0.565148 0.583801 \n", + "0 0.198176 0.222746 0.332872 0.203290 0.568872 0.587738 \n", + "0 0.203541 0.236751 0.339867 0.206688 0.573729 0.592432 \n", + "0 0.204185 0.240096 0.339114 0.204905 0.572157 0.593544 \n", + "0 0.203004 0.240588 0.338049 0.203453 0.571830 0.594313 \n", + "0 0.199464 0.239118 0.329550 0.195433 0.566171 0.592793 \n", + "0 0.191094 0.232920 0.317439 0.184917 0.552349 0.590545 \n", + "\n", + " HR Reco in test Test coverage Shannon Gini \n", + "0 0.850477 1.000000 0.060606 3.669627 0.979636 \n", + "0 0.854719 1.000000 0.064214 3.726996 0.978426 \n", + "0 0.870626 1.000000 0.065657 3.785282 0.977090 \n", + "0 0.874867 1.000000 0.070707 3.832415 0.975998 \n", + "0 0.875928 1.000000 0.077201 3.875892 0.974947 \n", + "0 0.883351 1.000000 0.085859 3.910718 0.974073 \n", + "0 0.871686 1.000000 0.107504 3.961915 0.972674 \n", + "0 0.868505 0.999576 0.156566 4.060156 0.969203 " + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from tqdm import tqdm\n", + "result=[]\n", + "for alpha in tqdm([round(i,1) for i in np.arange(0.2,1.6001,0.2)]):\n", + " model=RP3Beta()\n", + " model.fit(train_ui, alpha=alpha, beta=0)\n", + " reco=pd.DataFrame(model.recommend(user_code_id, item_code_id, topK=10))\n", + " estimations_df=pd.DataFrame(model.estimate(user_code_id, item_code_id, test_ui))\n", + " to_append=ev.evaluate(test=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None),\n", + " estimations_df=estimations_df, \n", + " reco=np.array(reco),\n", + " super_reactions=[4,5])\n", + " to_append.insert(0, \"Alpha\", alpha)\n", + " result.append(to_append)\n", + " \n", + "result=pd.concat(result)\n", + "result" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": { + "scrolled": false + }, + "outputs": [], + "source": [ + "metrics=list(result.columns[[i not in ['Alpha'] for i in result.columns]])\n", + "\n", + "charts_per_row=6\n", + "charts_per_column=3\n", + "\n", + "fig, axes = plt.subplots(nrows=charts_per_row, ncols=charts_per_column,figsize=(18, 7*charts_per_row ))\n", + "import itertools\n", + "to_iter=[i for i in itertools.product(range(charts_per_row), range(charts_per_column))]\n", + "\n", + "for i in range(len(metrics)):\n", + " df=result[['Alpha', metrics[i]]]\n", + " df.plot(ax=axes[to_iter[i]], title=metrics[i], x=0, y=1)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "##### Beta" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 0%| | 0/10 [00:00\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", 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BetaRMSEMAEprecisionrecallF_1F_05precision_superrecall_superNDCGmAPMRRLAUCHRReco in testTest coverageShannonGini
00.03.7024463.5272730.2821850.1920920.1867490.2169800.2041850.2400960.3391140.2049050.5721570.5935440.8759281.0000000.0772013.8758920.974947
00.13.7033123.5281280.2901380.1975970.1922590.2233360.2109440.2461530.3477680.2120340.5810380.5963280.8844111.0000000.0851373.9574160.972784
00.23.7038253.5286360.2971370.2012020.1960670.2281690.2180260.2527670.3556550.2199090.5889040.5981600.8865321.0000000.0945174.0532120.969980
00.33.7041303.5289390.3034990.2047490.1999010.2328290.2251070.2607970.3637570.2268250.5999690.5999640.8886531.0000000.1053394.1477790.966948
00.43.7043133.5291200.3089080.2088110.2038540.2372410.2296140.2669180.3707580.2326730.6093850.6020140.8950160.9998940.1320354.2596820.962989
00.53.7044223.5292290.3143160.2114110.2067680.2409860.2371240.2734160.3783070.2392970.6227920.6033270.9034990.9990460.1688314.4112810.956648
00.63.7044883.5292950.3146340.2062090.2048180.2401590.2424890.2738500.3764380.2384280.6220420.6007210.8971370.9963940.2128434.6219380.945932
00.73.7045283.5293350.3041360.1872980.1919900.2287490.2383050.2562010.3588070.2268080.5938970.5912070.8685050.9830330.2568544.8985680.928065
00.83.7045523.5293600.2663840.1475710.1586600.1948380.2144850.2093360.2998500.1843560.4928520.5711520.8038180.9363730.3412705.2573970.895882
00.93.7045673.5293750.1623540.0769670.0892330.1145830.1346570.1132530.1608680.0854860.2435900.5354050.5800640.8001060.4155845.5639100.857396
\n", + "" + ], + "text/plain": [ + " Beta RMSE MAE precision recall F_1 F_05 \\\n", + "0 0.0 3.702446 3.527273 0.282185 0.192092 0.186749 0.216980 \n", + "0 0.1 3.703312 3.528128 0.290138 0.197597 0.192259 0.223336 \n", + "0 0.2 3.703825 3.528636 0.297137 0.201202 0.196067 0.228169 \n", + "0 0.3 3.704130 3.528939 0.303499 0.204749 0.199901 0.232829 \n", + "0 0.4 3.704313 3.529120 0.308908 0.208811 0.203854 0.237241 \n", + "0 0.5 3.704422 3.529229 0.314316 0.211411 0.206768 0.240986 \n", + "0 0.6 3.704488 3.529295 0.314634 0.206209 0.204818 0.240159 \n", + "0 0.7 3.704528 3.529335 0.304136 0.187298 0.191990 0.228749 \n", + "0 0.8 3.704552 3.529360 0.266384 0.147571 0.158660 0.194838 \n", + "0 0.9 3.704567 3.529375 0.162354 0.076967 0.089233 0.114583 \n", + "\n", + " precision_super recall_super NDCG mAP MRR LAUC \\\n", + "0 0.204185 0.240096 0.339114 0.204905 0.572157 0.593544 \n", + "0 0.210944 0.246153 0.347768 0.212034 0.581038 0.596328 \n", + "0 0.218026 0.252767 0.355655 0.219909 0.588904 0.598160 \n", + "0 0.225107 0.260797 0.363757 0.226825 0.599969 0.599964 \n", + "0 0.229614 0.266918 0.370758 0.232673 0.609385 0.602014 \n", + "0 0.237124 0.273416 0.378307 0.239297 0.622792 0.603327 \n", + "0 0.242489 0.273850 0.376438 0.238428 0.622042 0.600721 \n", + "0 0.238305 0.256201 0.358807 0.226808 0.593897 0.591207 \n", + "0 0.214485 0.209336 0.299850 0.184356 0.492852 0.571152 \n", + "0 0.134657 0.113253 0.160868 0.085486 0.243590 0.535405 \n", + "\n", + " HR Reco in test Test coverage Shannon Gini \n", + "0 0.875928 1.000000 0.077201 3.875892 0.974947 \n", + "0 0.884411 1.000000 0.085137 3.957416 0.972784 \n", + "0 0.886532 1.000000 0.094517 4.053212 0.969980 \n", + "0 0.888653 1.000000 0.105339 4.147779 0.966948 \n", + "0 0.895016 0.999894 0.132035 4.259682 0.962989 \n", + "0 0.903499 0.999046 0.168831 4.411281 0.956648 \n", + "0 0.897137 0.996394 0.212843 4.621938 0.945932 \n", + "0 0.868505 0.983033 0.256854 4.898568 0.928065 \n", + "0 0.803818 0.936373 0.341270 5.257397 0.895882 \n", + "0 0.580064 0.800106 0.415584 5.563910 0.857396 " + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from tqdm import tqdm\n", + "result=[]\n", + "for beta in tqdm([round(i,1) for i in np.arange(0,1,0.1)]):\n", + " model=RP3Beta()\n", + " model.fit(train_ui, alpha=1, beta=beta)\n", + " reco=pd.DataFrame(model.recommend(user_code_id, item_code_id, topK=10))\n", + " estimations_df=pd.DataFrame(model.estimate(user_code_id, item_code_id, test_ui))\n", + " to_append=ev.evaluate(test=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None),\n", + " estimations_df=estimations_df, \n", + " reco=np.array(reco),\n", + " super_reactions=[4,5])\n", + " to_append.insert(0, \"Beta\", beta)\n", + " result.append(to_append)\n", + " \n", + "result=pd.concat(result)\n", + "result" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": { + "scrolled": false + }, + "outputs": [], + "source": [ + "### import matplotlib.pyplot as plt\n", + "\n", + "metrics=list(result.columns[[i not in ['Beta'] for i in result.columns]])\n", + "\n", + "charts_per_row=6\n", + "charts_per_column=3\n", + "\n", + "fig, axes = plt.subplots(nrows=charts_per_row, ncols=charts_per_column,figsize=(18, 7*charts_per_row ))\n", + "import itertools\n", + "to_iter=[i for i in itertools.product(range(charts_per_row), range(charts_per_column))]\n", + "\n", + "for i in range(len(metrics)):\n", + " df=result[['Beta', metrics[i]]]\n", + " df.plot(ax=axes[to_iter[i]], title=metrics[i], x=0, y=1)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Check sample recommendations" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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userratingtitlegenres
284807745Right Stuff, The (1983)Drama
504237745Conan the Barbarian (1981)Action, Adventure
181887745Clockwork Orange, A (1971)Sci-Fi
222867745Groundhog Day (1993)Comedy, Romance
239437745Apocalypse Now (1979)Drama, War
517267745Star Trek VI: The Undiscovered Country (1991)Action, Adventure, Sci-Fi
167147745Man Who Would Be King, The (1975)Adventure
423127745Treasure of the Sierra Madre, The (1948)Adventure
375947744Nightmare on Elm Street, A (1984)Horror
160667744Godfather, The (1972)Action, Crime, Drama
626247744Highlander (1986)Action, Adventure
36117744Aliens (1986)Action, Sci-Fi, Thriller, War
577657744Killing Fields, The (1984)Drama, War
54287774412 Angry Men (1957)Drama
475687744Alien (1979)Action, Horror, Sci-Fi, Thriller
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userrec_nbtitlegenres
900774.01Silence of the Lambs, The (1991)Drama, Thriller
3335774.02Toy Story (1995)Animation, Children's, Comedy
7822774.03Princess Bride, The (1987)Action, Adventure, Comedy, Romance
4301774.04Twelve Monkeys (1995)Drama, Sci-Fi
8426774.05Indiana Jones and the Last Crusade (1989)Action, Adventure
8752774.06Terminator, The (1984)Action, Sci-Fi, Thriller
2075774.07Back to the Future (1985)Comedy, Sci-Fi
8681774.08Forrest Gump (1994)Comedy, Romance, War
7507774.09Star Trek: First Contact (1996)Action, Adventure, Sci-Fi
7942774.010Amadeus (1984)Drama, Mystery
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" + ], + "text/plain": [ + " user rec_nb title \\\n", + "900 774.0 1 Silence of the Lambs, The (1991) \n", + "3335 774.0 2 Toy Story (1995) \n", + "7822 774.0 3 Princess Bride, The (1987) \n", + "4301 774.0 4 Twelve Monkeys (1995) \n", + "8426 774.0 5 Indiana Jones and the Last Crusade (1989) \n", + "8752 774.0 6 Terminator, The (1984) \n", + "2075 774.0 7 Back to the Future (1985) \n", + "8681 774.0 8 Forrest Gump (1994) \n", + "7507 774.0 9 Star Trek: First Contact (1996) \n", + "7942 774.0 10 Amadeus (1984) \n", + "\n", + " genres \n", + "900 Drama, Thriller \n", + "3335 Animation, Children's, Comedy \n", + "7822 Action, Adventure, Comedy, Romance \n", + "4301 Drama, Sci-Fi \n", + "8426 Action, Adventure \n", + "8752 Action, Sci-Fi, Thriller \n", + "2075 Comedy, Sci-Fi \n", + "8681 Comedy, Romance, War \n", + "7507 Action, Adventure, Sci-Fi \n", + "7942 Drama, Mystery " + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + 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\n", 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "train=pd.read_csv('./Datasets/ml-100k/train.csv', sep='\\t', header=None, names=['user', 'item', 'rating', 'timestamp'])\n", + "items=pd.read_csv('./Datasets/ml-100k/movies.csv')\n", + "\n", + "user=random.choice(list(set(train['user'])))\n", + "\n", + "train_content=pd.merge(train, items, left_on='item', right_on='id')\n", + "display(train_content[train_content['user']==user][['user', 'rating', 'title', 'genres']]\\\n", + " .sort_values(by='rating', ascending=False)[:15])\n", + "\n", + "reco = np.loadtxt('Recommendations generated/ml-100k/Self_P3_reco.csv', delimiter=',')\n", + "items=pd.read_csv('./Datasets/ml-100k/movies.csv')\n", + "\n", + "# Let's ignore scores - they are not used in evaluation: \n", + "reco_users=reco[:,:1]\n", + "reco_items=reco[:,1::2]\n", + "# Let's put them into one array\n", + "reco=np.concatenate((reco_users, reco_items), axis=1)\n", + "\n", + "# Let's rebuild it user-item dataframe\n", + "recommended=[]\n", + "for row in reco:\n", + " for rec_nb, entry in enumerate(row[1:]):\n", + " recommended.append((row[0], rec_nb+1, entry))\n", + "recommended=pd.DataFrame(recommended, columns=['user','rec_nb', 'item'])\n", + "\n", + "recommended_content=pd.merge(recommended, items, left_on='item', right_on='id')\n", + "recommended_content[recommended_content['user']==user][['user', 'rec_nb', 'title', 'genres']].sort_values(by='rec_nb')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# project task 6: generate recommendations of RP3Beta for hiperparameters found to optimize recall" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "943it [00:00, 9215.29it/s]\n" + ] + }, + { + "data": { + "text/html": [ + "
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RMSEMAEprecisionrecallF_1F_05precision_superrecall_superNDCGmAPMRRLAUCHRReco in testTest coverageShannonGini
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" + ], + "text/plain": [ + " RMSE MAE precision recall F_1 F_05 \\\n", + "0 3.704589 3.529397 0.286744 0.196524 0.191117 0.221375 \n", + "\n", + " precision_super recall_super NDCG mAP MRR LAUC \\\n", + "0 0.213948 0.251263 0.344598 0.207836 0.587953 0.59577 \n", + "\n", + " HR Reco in test Test coverage Shannon Gini \n", + "0 0.885472 0.998197 0.193362 4.291821 0.960775 " + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# use better values than (1,0) for alpha and beta\n", + "# if you want you can also modify the model to consider different weights (we took as weights user ratings, maybe take ones or squares of ratings instead)\n", + "# save the outptut in 'Recommendations generated/ml-100k/Self_RP3Beta_estimations.csv'\n", + "# and 'Recommendations generated/ml-100k/Self_RP3Beta_reco.csv'model=RP3Beta()\n", + "model.fit(train_ui, alpha=1.4, beta=0.3)\n", + "top_n=pd.DataFrame(model.recommend(user_code_id, item_code_id, topK=10))\n", + "\n", + "top_n.to_csv('Recommendations generated/ml-100k/Self_RP3Beta_reco.csv', index=False, header=False)\n", + "\n", + "estimations=pd.DataFrame(model.estimate(user_code_id, item_code_id, test_ui))\n", + "estimations.to_csv('Recommendations generated/ml-100k/Self_RP3Beta_estimations.csv', index=False, header=False)\n", + "import evaluation_measures as ev\n", + "estimations_df=pd.read_csv('Recommendations generated/ml-100k/Self_RP3Beta_estimations.csv', header=None)\n", + "reco=np.loadtxt('Recommendations generated/ml-100k/Self_RP3Beta_reco.csv', delimiter=',')\n", + "\n", + "ev.evaluate(test=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\t', header=None), estimations_df=estimations_df, reco=reco, super_reactions=[4,5])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# project task 7 (optional): implement graph-based model of your choice " + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [], + "source": [ + "# for example change length of paths in RP3beta\n", + "# save the outptut in 'Recommendations generated/ml-100k/Self_GraphTask_estimations.csv'\n", + "# and 'Recommendations generated/ml-100k/Self_GraphTask_reco.csv'" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.8.3" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/P6. LightFM.ipynb b/P6. LightFM.ipynb new file mode 100644 index 0000000..ba90c5e --- /dev/null +++ b/P6. LightFM.ipynb @@ -0,0 +1,2049 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import helpers\n", + "import pandas as pd\n", + "import numpy as np\n", + "import scipy.sparse as sparse\n", + "from collections import defaultdict\n", + "from itertools import chain\n", + "import random\n", + "import time\n", + "import matplotlib.pyplot as plt\n", + "\n", + "train_read=pd.read_csv('./Datasets/ml-100k/train.csv', sep='\\t', header=None)\n", + "test_read=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None)\n", + "train_ui, test_ui, user_code_id, user_id_code, item_code_id, item_id_code = helpers.data_to_csr(train_read, test_read)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "<943x1682 sparse matrix of type ''\n", + "\twith 80000 stored elements in Compressed Sparse Row format>" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "train_ui" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Let's prepare user and item features" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Item features" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " 0 1 2 3 4\n", + "0 1 24 M technician 85711\n", + "1 2 53 F other 94043\n", + "2 3 23 M writer 32067" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "users = pd.read_csv('./Datasets/ml-100k/u.user', sep='|', encoding='latin-1', header=None)\n", + "users[:3]" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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id_1id_2id_3id_4id_5id_6id_7id_8id_9id_10...FantasyFilm-NoirHorrorMusicalMysteryRomanceSci-FiThrillerWarWestern
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3 rows × 1941 columns

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" + ], + "text/plain": [ + " id_1 id_2 id_3 id_4 id_5 id_6 id_7 id_8 id_9 id_10 ... Fantasy \\\n", + "0 1 0 0 0 0 0 0 0 0 0 ... 0 \n", + "1 0 1 0 0 0 0 0 0 0 0 ... 0 \n", + "2 0 0 1 0 0 0 0 0 0 0 ... 0 \n", + "\n", + " Film-Noir Horror Musical Mystery Romance Sci-Fi Thriller War \\\n", + "0 0 0 0 0 0 0 0 0 \n", + "1 0 0 0 0 0 0 1 0 \n", + "2 0 0 0 0 0 0 1 0 \n", + "\n", + " Western \n", + "0 0 \n", + "1 0 \n", + "2 0 \n", + "\n", + "[3 rows x 1941 columns]" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "users=users.astype(object)\n", + "user_features_df=pd.get_dummies(users, ['id', 'age', 'sex','profesion','zip_code'])\n", + "item_features_df[:3]" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "<943x1682 sparse matrix of type ''\n", + "\twith 80000 stored elements in Compressed Sparse Row format>" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "train_ui" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "<943x1822 sparse matrix of type ''\n", + "\twith 4715 stored elements in Compressed Sparse Row format>" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "user_features=sparse.csr_matrix(user_features_df.values)\n", + "user_features" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Model" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### LightFM with user and item features" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "ename": "ModuleNotFoundError", + "evalue": "No module named 'lightfm'", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mModuleNotFoundError\u001b[0m Traceback (most recent call last)", + "\u001b[1;32m\u001b[0m in \u001b[0;36m\u001b[1;34m\u001b[0m\n\u001b[1;32m----> 1\u001b[1;33m \u001b[1;32mfrom\u001b[0m \u001b[0mlightfm\u001b[0m \u001b[1;32mimport\u001b[0m \u001b[0mLightFM\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m 2\u001b[0m \u001b[1;32mfrom\u001b[0m \u001b[0mlightfm\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mevaluation\u001b[0m \u001b[1;32mimport\u001b[0m \u001b[0mprecision_at_k\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 3\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 4\u001b[0m \u001b[1;32mfor\u001b[0m \u001b[0mloss\u001b[0m \u001b[1;32min\u001b[0m \u001b[1;33m[\u001b[0m\u001b[1;34m'logistic'\u001b[0m\u001b[1;33m,\u001b[0m \u001b[1;34m'bpr'\u001b[0m\u001b[1;33m,\u001b[0m \u001b[1;34m'warp'\u001b[0m\u001b[1;33m]\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 5\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n", + "\u001b[1;31mModuleNotFoundError\u001b[0m: No module named 'lightfm'" + ] + } + ], + "source": [ + "from lightfm import LightFM\n", + "from lightfm.evaluation import precision_at_k\n", + "\n", + "for loss in ['logistic', 'bpr', 'warp']:\n", + "\n", + " model = LightFM(no_components=10, loss=loss)\n", + " model.fit(train_ui, user_features=user_features, item_features=item_features, epochs=30, num_threads=4)\n", + "\n", + " print(loss)\n", + " print(\"Train precision: %.2f\" % precision_at_k(model, test_interactions=train_ui, \n", + " user_features=user_features, item_features=item_features, k=10).mean())\n", + " print(\"Test precision: %.2f\" % precision_at_k(model, test_interactions=test_ui, train_interactions=train_ui,\n", + " user_features=user_features, item_features=item_features, k=10).mean())" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "def top_k_recommendations(model, user_features, item_features, user_code_id, item_code_id, topK=10):\n", + " result=[]\n", + " for user_code in range(test_ui.shape[0]):\n", + " user_rated=train_ui.indices[train_ui.indptr[user_code]:train_ui.indptr[user_code+1]]\n", + " scores = model.predict(user_code, np.arange(train_ui.shape[1]), user_features=user_features, item_features=item_features)\n", + " \n", + " scores[user_rated]=-np.inf # to put rated items at the end of the list\n", + " \n", + " top_items=[item_code_id[item] for item in np.argsort(-scores)[:topK]]\n", + " result.append([user_code_id[user_code]]+list(chain(*zip(top_items,-np.sort(-scores)[:topK]))))\n", + " return result\n", + "\n", + "def estimate(model, user_features, item_features, user_code_id, item_code_id, test_ui):\n", + " result=[]\n", + " for user, item in zip(*test_ui.nonzero()):\n", + " result.append([user_code_id[user], item_code_id[item], \n", + " model.predict(user, np.array([item]), user_features=user_features, item_features=item_features)[0]])\n", + " return result" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "ename": "NameError", + "evalue": "name 'top_k_recommendations' is not defined", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mNameError\u001b[0m Traceback (most recent call last)", + "\u001b[1;32m\u001b[0m in \u001b[0;36m\u001b[1;34m\u001b[0m\n\u001b[1;32m----> 1\u001b[1;33m \u001b[0mtop_n\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mpd\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mDataFrame\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mtop_k_recommendations\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mmodel\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mmodel\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0muser_features\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0muser_features\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mitem_features\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mitem_features\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0muser_code_id\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0muser_code_id\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mitem_code_id\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mitem_code_id\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mtopK\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;36m10\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m 2\u001b[0m \u001b[0mtop_n\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mto_csv\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;34m'Recommendations generated/ml-100k/Ready_LightFM_reco.csv'\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mindex\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;32mFalse\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mheader\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;32mFalse\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 3\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 4\u001b[0m \u001b[0mestimations\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mpd\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mDataFrame\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mestimate\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mmodel\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mmodel\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0muser_features\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0muser_features\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mitem_features\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mitem_features\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0muser_code_id\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0muser_code_id\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mitem_code_id\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mitem_code_id\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mtest_ui\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mtest_ui\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 5\u001b[0m \u001b[0mestimations\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mto_csv\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;34m'Recommendations generated/ml-100k/Ready_LightFM_estimations.csv'\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mindex\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;32mFalse\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mheader\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;32mFalse\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n", + "\u001b[1;31mNameError\u001b[0m: name 'top_k_recommendations' is not defined" + ] + } + ], + "source": [ + "top_n=pd.DataFrame(top_k_recommendations(model=model, user_features=user_features, item_features=item_features, user_code_id=user_code_id, item_code_id=item_code_id, topK=10))\n", + "top_n.to_csv('Recommendations generated/ml-100k/Ready_LightFM_reco.csv', index=False, header=False)\n", + "\n", + "estimations=pd.DataFrame(estimate(model=model, user_features=user_features, item_features=item_features, user_code_id=user_code_id, item_code_id=item_code_id, test_ui=test_ui))\n", + "estimations.to_csv('Recommendations generated/ml-100k/Ready_LightFM_estimations.csv', index=False, header=False)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Pure MF with LightFM" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [], + "source": [ + "item_features_interactions=sparse.csr_matrix(item_features_df[[item_feature for item_feature in item_features_df.columns \n", + " if 'id_' in item_feature]].values)\n", + "user_features_interactions=sparse.csr_matrix(user_features_df[[user_feature for user_feature in user_features_df.columns \n", + " if 'id_' in user_feature]].values)" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [ + { + "ename": "ModuleNotFoundError", + "evalue": "No module named 'lightfm'", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mModuleNotFoundError\u001b[0m Traceback (most recent call last)", + "\u001b[1;32m\u001b[0m in \u001b[0;36m\u001b[1;34m\u001b[0m\n\u001b[1;32m----> 1\u001b[1;33m \u001b[1;32mfrom\u001b[0m \u001b[0mlightfm\u001b[0m \u001b[1;32mimport\u001b[0m \u001b[0mLightFM\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m 2\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 3\u001b[0m \u001b[0mmodel\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mLightFM\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mloss\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;34m'warp'\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 4\u001b[0m \u001b[0mmodel\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mfit\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mtrain_ui\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0muser_features\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0muser_features_interactions\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mitem_features\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mitem_features_interactions\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mepochs\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;36m30\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mnum_threads\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;36m4\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 5\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n", + "\u001b[1;31mModuleNotFoundError\u001b[0m: No module named 'lightfm'" + ] + } + ], + "source": [ + "from lightfm import LightFM\n", + "\n", + "model = LightFM(loss='warp')\n", + "model.fit(train_ui, user_features=user_features_interactions, item_features=item_features_interactions, epochs=30, num_threads=4)\n", + "\n", + "from lightfm.evaluation import precision_at_k\n", + "\n", + "print(\"Train precision: %.2f\" % precision_at_k(model, test_interactions=train_ui, k=10).mean())\n", + "print(\"Test precision: %.2f\" % precision_at_k(model, test_interactions=test_ui, train_interactions=train_ui, k=10).mean())" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "ename": "NameError", + "evalue": "name 'top_k_recommendations' is not defined", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mNameError\u001b[0m Traceback (most recent call last)", + "\u001b[1;32m\u001b[0m in \u001b[0;36m\u001b[1;34m\u001b[0m\n\u001b[1;32m----> 1\u001b[1;33m \u001b[0mtop_n\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mpd\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mDataFrame\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mtop_k_recommendations\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mmodel\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mmodel\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0muser_features\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0muser_features_interactions\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mitem_features\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mitem_features_interactions\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0muser_code_id\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0muser_code_id\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mitem_code_id\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mitem_code_id\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mtopK\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;36m10\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m 2\u001b[0m \u001b[0mtop_n\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mto_csv\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;34m'Recommendations generated/ml-100k/Ready_LightFMpureMF_reco.csv'\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mindex\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;32mFalse\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mheader\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;32mFalse\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 3\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 4\u001b[0m \u001b[0mestimations\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mpd\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mDataFrame\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mestimate\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mmodel\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mmodel\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0muser_features\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0muser_features_interactions\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mitem_features\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mitem_features_interactions\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0muser_code_id\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0muser_code_id\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mitem_code_id\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mitem_code_id\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mtest_ui\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mtest_ui\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 5\u001b[0m \u001b[0mestimations\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mto_csv\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;34m'Recommendations generated/ml-100k/Ready_LightFMpureMF_estimations.csv'\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mindex\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;32mFalse\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mheader\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;32mFalse\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n", + "\u001b[1;31mNameError\u001b[0m: name 'top_k_recommendations' is not defined" + ] + } + ], + "source": [ + "top_n=pd.DataFrame(top_k_recommendations(model=model, user_features=user_features_interactions, item_features=item_features_interactions, user_code_id=user_code_id, item_code_id=item_code_id, topK=10))\n", + "top_n.to_csv('Recommendations generated/ml-100k/Ready_LightFMpureMF_reco.csv', index=False, header=False)\n", + "\n", + "estimations=pd.DataFrame(estimate(model=model, user_features=user_features_interactions, item_features=item_features_interactions, user_code_id=user_code_id, item_code_id=item_code_id, test_ui=test_ui))\n", + "estimations.to_csv('Recommendations generated/ml-100k/Ready_LightFMpureMF_estimations.csv', index=False, header=False)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### LightFM with user/item attributes only (without treating id as a feature)" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [], + "source": [ + "item_features_only=sparse.csr_matrix(item_features_df[[item_feature for item_feature in item_features_df.columns \n", + " if 'id_' not in item_feature]].values)\n", + "user_features_only=sparse.csr_matrix(user_features_df[[user_feature for user_feature in user_features_df.columns \n", + " if 'id_' not in user_feature]].values)" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "c:\\users\\adrian\\appdata\\local\\programs\\python\\python38-32\\lib\\site-packages\\lightfm\\_lightfm_fast.py:9: UserWarning: LightFM was compiled without OpenMP support. Only a single thread will be used.\n", + " warnings.warn('LightFM was compiled without OpenMP support. '\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Train precision: 0.39\n", + "Test precision: 0.16\n" + ] + } + ], + "source": [ + "from lightfm import LightFM\n", + "\n", + "model = LightFM(loss='warp')\n", + "model.fit(train_ui, user_features=user_features_only, item_features=item_features_only, epochs=30, num_threads=4)\n", + "\n", + "from lightfm.evaluation import precision_at_k\n", + "\n", + "print(\"Train precision: %.2f\" % precision_at_k(model, test_interactions=train_ui, \n", + " user_features=user_features_only, item_features=item_features_only, k=10).mean())\n", + "print(\"Test precision: %.2f\" % precision_at_k(model, test_interactions=test_ui, train_interactions=train_ui,\n", + " user_features=user_features_only, item_features=item_features_only, k=10).mean())" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [ + { + "ename": "NameError", + "evalue": "name 'top_k_recommendations' is not defined", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mNameError\u001b[0m Traceback (most recent call last)", + "\u001b[1;32m\u001b[0m in \u001b[0;36m\u001b[1;34m\u001b[0m\n\u001b[1;32m----> 1\u001b[1;33m \u001b[0mtop_n\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mpd\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mDataFrame\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mtop_k_recommendations\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mmodel\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mmodel\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0muser_features\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0muser_features_only\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mitem_features\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mitem_features_only\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0muser_code_id\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0muser_code_id\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mitem_code_id\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mitem_code_id\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mtopK\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;36m10\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m 2\u001b[0m \u001b[0mtop_n\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mto_csv\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;34m'Recommendations generated/ml-100k/Ready_LightFMcontent_reco.csv'\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mindex\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;32mFalse\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mheader\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;32mFalse\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 3\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 4\u001b[0m \u001b[0mestimations\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mpd\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mDataFrame\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mestimate\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mmodel\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mmodel\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0muser_features\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0muser_features_only\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mitem_features\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mitem_features_only\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0muser_code_id\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0muser_code_id\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mitem_code_id\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mitem_code_id\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mtest_ui\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mtest_ui\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 5\u001b[0m \u001b[0mestimations\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mto_csv\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;34m'Recommendations generated/ml-100k/Ready_LightFMcontent_estimations.csv'\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mindex\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;32mFalse\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mheader\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;32mFalse\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n", + "\u001b[1;31mNameError\u001b[0m: name 'top_k_recommendations' is not defined" + ] + } + ], + "source": [ + "top_n=pd.DataFrame(top_k_recommendations(model=model, user_features=user_features_only, item_features=item_features_only, user_code_id=user_code_id, item_code_id=item_code_id, topK=10))\n", + "top_n.to_csv('Recommendations generated/ml-100k/Ready_LightFMcontent_reco.csv', index=False, header=False)\n", + "\n", + "estimations=pd.DataFrame(estimate(model=model, user_features=user_features_only, item_features=item_features_only, user_code_id=user_code_id, item_code_id=item_code_id, test_ui=test_ui))\n", + "estimations.to_csv('Recommendations generated/ml-100k/Ready_LightFMcontent_estimations.csv', index=False, header=False)" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "943it [00:00, 10622.43it/s]\n", + "943it [00:00, 9747.58it/s]\n", + "943it [00:00, 10554.65it/s]\n", + "943it [00:00, 9450.92it/s]\n", + "943it [00:00, 10058.79it/s]\n", + "943it [00:00, 10744.58it/s]\n", + "943it [00:00, 10390.37it/s]\n", + "943it [00:00, 10578.65it/s]\n", + "943it [00:00, 11388.05it/s]\n", + "943it [00:00, 11256.24it/s]\n", + "943it [00:00, 10166.93it/s]\n", + "943it [00:00, 10388.40it/s]\n", + "943it [00:00, 10058.69it/s]\n", + "943it [00:00, 10740.81it/s]\n", + "943it [00:00, 9636.75it/s]\n", + "943it [00:00, 10511.93it/s]\n", + "943it [00:00, 10864.37it/s]\n" + ] + }, + { + "data": { + "text/html": [ + "
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ModelRMSEMAEprecisionrecallF_1F_05precision_superrecall_super
0Self_RP3Beta3.7045893.5293970.2867440.1965240.1911170.2213750.2139480.251263
0Self_P33.7024463.5272730.2821850.1920920.1867490.2169800.2041850.240096
0Self_TopPop2.5082582.2179090.1888650.1169190.1187320.1415840.1304720.137473
0Ready_SVD0.9491650.7466670.0939550.0449690.0511970.0654740.0839060.073996
0Self_SVD0.9163300.7201530.1033930.0444550.0531770.0700730.0938840.079366
0Ready_Baseline0.9494590.7524870.0914100.0376520.0460300.0612860.0796140.056463
0Ready_SVDBiased0.9381460.7399170.0865320.0370670.0448320.0588770.0780040.057865
0Self_GlobalAvg1.1257600.9435340.0611880.0259680.0313830.0413430.0405580.032107
0Ready_Random1.5100301.2118480.0500530.0223670.0259840.0337270.0306870.023255
0Ready_I-KNN1.0303860.8130670.0260870.0069080.0105930.0160460.0211370.009522
0Ready_I-KNNWithZScore0.9577010.7523870.0037120.0019940.0023800.0029190.0034330.002401
0Ready_I-KNNBaseline0.9353270.7374240.0025450.0007550.0011050.0016020.0022530.000930
0Ready_I-KNNWithMeans0.9353270.7374240.0025450.0007550.0011050.0016020.0022530.000930
0Ready_U-KNN1.0234950.8079130.0007420.0002050.0003050.0004490.0005360.000198
0Self_TopRated2.5082582.2179090.0009540.0001880.0002980.0004810.0006440.000223
0Self_BaselineUI0.9675850.7627400.0009540.0001700.0002780.0004630.0006440.000189
0Self_IKNN1.0183630.8087930.0003180.0001080.0001400.0001890.0000000.000000
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" + ], + "text/plain": [ + " Model RMSE MAE precision recall F_1 \\\n", + "0 Self_RP3Beta 3.704589 3.529397 0.286744 0.196524 0.191117 \n", + "0 Self_P3 3.702446 3.527273 0.282185 0.192092 0.186749 \n", + "0 Self_TopPop 2.508258 2.217909 0.188865 0.116919 0.118732 \n", + "0 Ready_SVD 0.949165 0.746667 0.093955 0.044969 0.051197 \n", + "0 Self_SVD 0.916330 0.720153 0.103393 0.044455 0.053177 \n", + "0 Ready_Baseline 0.949459 0.752487 0.091410 0.037652 0.046030 \n", + "0 Ready_SVDBiased 0.938146 0.739917 0.086532 0.037067 0.044832 \n", + "0 Self_GlobalAvg 1.125760 0.943534 0.061188 0.025968 0.031383 \n", + "0 Ready_Random 1.510030 1.211848 0.050053 0.022367 0.025984 \n", + "0 Ready_I-KNN 1.030386 0.813067 0.026087 0.006908 0.010593 \n", + "0 Ready_I-KNNWithZScore 0.957701 0.752387 0.003712 0.001994 0.002380 \n", + "0 Ready_I-KNNBaseline 0.935327 0.737424 0.002545 0.000755 0.001105 \n", + "0 Ready_I-KNNWithMeans 0.935327 0.737424 0.002545 0.000755 0.001105 \n", + "0 Ready_U-KNN 1.023495 0.807913 0.000742 0.000205 0.000305 \n", + "0 Self_TopRated 2.508258 2.217909 0.000954 0.000188 0.000298 \n", + "0 Self_BaselineUI 0.967585 0.762740 0.000954 0.000170 0.000278 \n", + "0 Self_IKNN 1.018363 0.808793 0.000318 0.000108 0.000140 \n", + "\n", + " F_05 precision_super recall_super \n", + "0 0.221375 0.213948 0.251263 \n", + "0 0.216980 0.204185 0.240096 \n", + "0 0.141584 0.130472 0.137473 \n", + "0 0.065474 0.083906 0.073996 \n", + "0 0.070073 0.093884 0.079366 \n", + "0 0.061286 0.079614 0.056463 \n", + "0 0.058877 0.078004 0.057865 \n", + "0 0.041343 0.040558 0.032107 \n", + "0 0.033727 0.030687 0.023255 \n", + "0 0.016046 0.021137 0.009522 \n", + "0 0.002919 0.003433 0.002401 \n", + "0 0.001602 0.002253 0.000930 \n", + "0 0.001602 0.002253 0.000930 \n", + "0 0.000449 0.000536 0.000198 \n", + "0 0.000481 0.000644 0.000223 \n", + "0 0.000463 0.000644 0.000189 \n", + "0 0.000189 0.000000 0.000000 " + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
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ModelNDCGmAPMRRLAUCHRReco in testTest coverageShannonGini
0Self_RP3Beta0.3445980.2078360.5879530.5957700.8854720.9981970.1933624.2918210.960775
0Self_P30.3391140.2049050.5721570.5935440.8759281.0000000.0772013.8758920.974947
0Self_TopPop0.2146510.1117070.4009390.5555460.7656421.0000000.0389613.1590790.987317
0Ready_SVD0.1046720.0482110.2207570.5191870.4835630.9979850.2049064.4089130.954288
0Self_SVD0.1077920.0512810.2002100.5189570.4750800.8530220.1471863.9113560.971196
0Ready_Baseline0.0959570.0431780.1981930.5155010.4379641.0000000.0339112.8365130.991139
0Ready_SVDBiased0.0945830.0430130.2023910.5152020.4337220.9960760.1666674.1683540.964092
0Self_GlobalAvg0.0676950.0274700.1711870.5095460.3849421.0000000.0259742.7117720.992003
0Ready_Random0.0553920.0216020.1376900.5077130.3382820.9879110.1875905.1118780.906685
0Ready_I-KNN0.0242140.0089580.0480680.4998850.1548250.4023330.4343435.1336500.877999
0Ready_I-KNNWithZScore0.0051370.0021580.0164580.4973490.0275720.3899260.0678212.4757470.992793
0Ready_I-KNNBaseline0.0034440.0013620.0117600.4967240.0212090.4828210.0598852.2325780.994487
0Ready_I-KNNWithMeans0.0034440.0013620.0117600.4967240.0212090.4828210.0598852.2325780.994487
0Ready_U-KNN0.0008450.0002740.0027440.4964410.0074230.6021210.0108232.0891860.995706
0Self_TopRated0.0010430.0003350.0033480.4964330.0095440.6990460.0050511.9459100.995669
0Self_BaselineUI0.0007520.0001680.0016770.4964240.0095440.6005300.0050511.8031260.996380
0Self_IKNN0.0002140.0000370.0003680.4963910.0031810.3921530.1154404.1747410.965327
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" + ], + "text/plain": [ + " Model NDCG mAP MRR LAUC HR \\\n", + "0 Self_RP3Beta 0.344598 0.207836 0.587953 0.595770 0.885472 \n", + "0 Self_P3 0.339114 0.204905 0.572157 0.593544 0.875928 \n", + "0 Self_TopPop 0.214651 0.111707 0.400939 0.555546 0.765642 \n", + "0 Ready_SVD 0.104672 0.048211 0.220757 0.519187 0.483563 \n", + "0 Self_SVD 0.107792 0.051281 0.200210 0.518957 0.475080 \n", + "0 Ready_Baseline 0.095957 0.043178 0.198193 0.515501 0.437964 \n", + "0 Ready_SVDBiased 0.094583 0.043013 0.202391 0.515202 0.433722 \n", + "0 Self_GlobalAvg 0.067695 0.027470 0.171187 0.509546 0.384942 \n", + "0 Ready_Random 0.055392 0.021602 0.137690 0.507713 0.338282 \n", + "0 Ready_I-KNN 0.024214 0.008958 0.048068 0.499885 0.154825 \n", + "0 Ready_I-KNNWithZScore 0.005137 0.002158 0.016458 0.497349 0.027572 \n", + "0 Ready_I-KNNBaseline 0.003444 0.001362 0.011760 0.496724 0.021209 \n", + "0 Ready_I-KNNWithMeans 0.003444 0.001362 0.011760 0.496724 0.021209 \n", + "0 Ready_U-KNN 0.000845 0.000274 0.002744 0.496441 0.007423 \n", + "0 Self_TopRated 0.001043 0.000335 0.003348 0.496433 0.009544 \n", + "0 Self_BaselineUI 0.000752 0.000168 0.001677 0.496424 0.009544 \n", + "0 Self_IKNN 0.000214 0.000037 0.000368 0.496391 0.003181 \n", + "\n", + " Reco in test Test coverage Shannon Gini \n", + "0 0.998197 0.193362 4.291821 0.960775 \n", + "0 1.000000 0.077201 3.875892 0.974947 \n", + "0 1.000000 0.038961 3.159079 0.987317 \n", + "0 0.997985 0.204906 4.408913 0.954288 \n", + "0 0.853022 0.147186 3.911356 0.971196 \n", + "0 1.000000 0.033911 2.836513 0.991139 \n", + "0 0.996076 0.166667 4.168354 0.964092 \n", + "0 1.000000 0.025974 2.711772 0.992003 \n", + "0 0.987911 0.187590 5.111878 0.906685 \n", + "0 0.402333 0.434343 5.133650 0.877999 \n", + "0 0.389926 0.067821 2.475747 0.992793 \n", + "0 0.482821 0.059885 2.232578 0.994487 \n", + "0 0.482821 0.059885 2.232578 0.994487 \n", + "0 0.602121 0.010823 2.089186 0.995706 \n", + "0 0.699046 0.005051 1.945910 0.995669 \n", + "0 0.600530 0.005051 1.803126 0.996380 \n", + "0 0.392153 0.115440 4.174741 0.965327 " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import evaluation_measures as ev\n", + "\n", + "dir_path=\"Recommendations generated/ml-100k/\"\n", + "super_reactions=[4,5]\n", + "test=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None)\n", + "\n", + "df=ev.evaluate_all(test, dir_path, super_reactions)\n", + "display(df.iloc[:,:9])\n", + "display(df.iloc[:,np.append(0,np.arange(9, df.shape[1]))])" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.8.3" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/P7. WRMF (Implicit ALS).ipynb b/P7. WRMF (Implicit ALS).ipynb new file mode 100644 index 0000000..19871ae --- /dev/null +++ b/P7. WRMF (Implicit ALS).ipynb @@ -0,0 +1,1812 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "import helpers\n", + "import pandas as pd\n", + "import numpy as np\n", + "import scipy.sparse as sparse\n", + "from collections import defaultdict\n", + "from itertools import chain\n", + "import random\n", + "import time\n", + "import matplotlib.pyplot as plt\n", + "import implicit\n", + "import evaluation_measures as ev\n", + "\n", + "train_read=pd.read_csv('./Datasets/ml-100k/train.csv', sep='\\t', header=None)\n", + "test_read=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None)\n", + "train_ui, test_ui, user_code_id, user_id_code, item_code_id, item_id_code = helpers.data_to_csr(train_read, test_read)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "alpha = 30\n", + "train_ui*=alpha\n", + "train_iu=train_ui.transpose().tocsr()" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:root:OpenBLAS detected. Its highly recommend to set the environment variable 'export OPENBLAS_NUM_THREADS=1' to disable its internal multithreading\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "1b4550ffe25e47cc8be9484358e7dba9", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "HBox(children=(FloatProgress(value=0.0, max=10.0), HTML(value='')))" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n" + ] + } + ], + "source": [ + "model = implicit.als.AlternatingLeastSquares(factors=200, regularization=0.1, iterations=10)\n", + "model.fit(train_iu)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "def top_k_recommendations(model, user_code_id, item_code_id, topK=10):\n", + " recommendations=[]\n", + " for u in range(train_ui.shape[0]):\n", + " u_recommended_items=model.recommend(u, train_ui, N=10, filter_already_liked_items=True)\n", + " recommendations.append([user_code_id[u]]+list(chain(*u_recommended_items)))\n", + " reco=pd.DataFrame(recommendations)\n", + " reco.iloc[:,1::2]=reco.iloc[:,1::2].applymap(lambda x: item_code_id[x])\n", + " return reco\n", + "\n", + "def estimate(model, user_code_id, item_code_id, test_ui):\n", + " result=[]\n", + " for user, item in zip(*test_ui.nonzero()):\n", + " result.append([user_code_id[user], item_code_id[item], \n", + " model.rank_items(userid=user, user_items=train_ui, selected_items=[item])[0][1]])\n", + " return result" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [], + "source": [ + "reco=top_k_recommendations(model, user_code_id, item_code_id, topK=10)\n", + "reco.to_csv('Recommendations generated/ml-100k/Ready_ImplicitALS_reco.csv', index=False, header=False)\n", + "\n", + "estimations_df=pd.DataFrame(estimate(model, user_code_id, item_code_id, test_ui))\n", + "estimations_df.to_csv('Recommendations generated/ml-100k/Ready_ImplicitALS_estimations.csv', index=False, header=False)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "943it [00:00, 9361.55it/s]\n" + ] + }, + { + "data": { + "text/html": [ + "
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RMSEMAEprecisionrecallF_1F_05precision_superrecall_superNDCGmAPMRRLAUCHRReco in testTest coverageShannonGini
03.2749713.0760910.2467660.1802840.1711810.1949350.163090.2054160.298220.1662260.5201570.5875090.8780490.9997880.5086585.7569470.819903
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" + ], + "text/plain": [ + " RMSE MAE precision recall F_1 F_05 \\\n", + "0 3.274971 3.076091 0.246766 0.180284 0.171181 0.194935 \n", + "\n", + " precision_super recall_super NDCG mAP MRR LAUC \\\n", + "0 0.16309 0.205416 0.29822 0.166226 0.520157 0.587509 \n", + "\n", + " HR Reco in test Test coverage Shannon Gini \n", + "0 0.878049 0.999788 0.508658 5.756947 0.819903 " + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import evaluation_measures as ev\n", + "import imp\n", + "imp.reload(ev)\n", + "\n", + "estimations_df=pd.read_csv('Recommendations generated/ml-100k/Ready_ImplicitALS_estimations.csv', header=None)\n", + "reco=np.loadtxt('Recommendations generated/ml-100k/Ready_ImplicitALS_reco.csv', delimiter=',')\n", + "\n", + "ev.evaluate(test=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None),\n", + " estimations_df=estimations_df, \n", + " reco=reco,\n", + " super_reactions=[4,5])\n", + "#also you can just type ev.evaluate_all(estimations_df, reco) - I put above values as default" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Hiperparameters tuning" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Number of latent factors" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 0%| | 0/15 [00:00\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
FactorsRMSEMAEprecisionrecallF_1F_05precision_superrecall_superNDCGmAPMRRLAUCHRReco in testTest coverageShannonGini
0252.8449192.6201250.1125130.1188790.0978780.1003720.0667380.1295170.1257790.0529400.2181400.5561620.6564160.9965010.7099576.4573320.647711
0502.8985512.6780810.1446450.1357180.1167200.1237450.0850860.1477380.1628990.0733880.2818010.5647290.7444330.9998940.6493516.2579550.706753
0752.9464532.7284720.1680810.1496630.1318500.1419450.1031120.1605220.1922460.0904850.3352330.5718180.7974550.9997880.6082256.0532050.755007
01002.9833372.7663270.1869570.1598990.1433700.1561460.1186700.1791160.2135950.1032690.3650400.5770070.8292681.0000000.5613285.9060520.789284
01253.0136492.7987920.1954400.1587160.1447000.1599630.1199570.1747940.2275690.1144590.3995960.5764670.8154830.9998940.5324685.7821550.813818
01503.0426732.8307170.2101800.1640050.1513270.1693250.1359440.1816490.2439430.1258040.4251390.5791700.8472961.0000000.5064945.7463120.823647
01753.0642572.8528900.2155890.1654390.1538550.1728230.1360520.1850280.2541840.1305380.4576030.5799170.8579001.0000000.5036085.6310720.838636
02003.0844222.8744240.2196180.1625950.1535130.1742880.1404510.1862070.2571910.1362200.4496470.5785270.8441151.0000000.4884565.6444810.840826
02253.0972042.8884540.2276780.1686510.1599660.1813840.1508580.1957830.2678000.1435320.4645350.5815800.8610820.9997880.4682545.5665330.850247
02503.1111462.9028130.2321310.1691470.1592000.1819690.1478540.1892270.2682820.1440250.4581170.5818320.8536590.9998940.4660895.6033290.846631
02753.1248542.9168410.2345710.1716220.1625980.1850260.1493560.1857060.2748960.1504490.4743720.5830880.8589611.0000000.4668115.5359120.852984
03003.1352532.9288280.2291620.1649300.1573950.1798060.1492490.1911090.2653860.1426510.4547000.5797120.8483561.0000000.4632035.5461130.853711
03253.1430122.9364660.2362670.1643530.1593230.1841140.1555790.1875190.2750570.1503130.4711540.5794620.8547190.9997880.4624825.5429260.856801
03503.1492402.9430030.2384940.1708510.1619390.1857880.1557940.1959130.2785650.1522890.4790330.5827190.8685051.0000000.4740265.5437130.854430
03753.1587462.9535780.2310710.1576070.1535570.1783140.1480690.1745750.2667330.1449450.4605810.5760580.8462351.0000000.4675325.5228170.855222
\n", + "" + ], + "text/plain": [ + " Factors RMSE MAE precision recall F_1 F_05 \\\n", + "0 25 2.844919 2.620125 0.112513 0.118879 0.097878 0.100372 \n", + "0 50 2.898551 2.678081 0.144645 0.135718 0.116720 0.123745 \n", + "0 75 2.946453 2.728472 0.168081 0.149663 0.131850 0.141945 \n", + "0 100 2.983337 2.766327 0.186957 0.159899 0.143370 0.156146 \n", + "0 125 3.013649 2.798792 0.195440 0.158716 0.144700 0.159963 \n", + "0 150 3.042673 2.830717 0.210180 0.164005 0.151327 0.169325 \n", + "0 175 3.064257 2.852890 0.215589 0.165439 0.153855 0.172823 \n", + "0 200 3.084422 2.874424 0.219618 0.162595 0.153513 0.174288 \n", + "0 225 3.097204 2.888454 0.227678 0.168651 0.159966 0.181384 \n", + "0 250 3.111146 2.902813 0.232131 0.169147 0.159200 0.181969 \n", + "0 275 3.124854 2.916841 0.234571 0.171622 0.162598 0.185026 \n", + "0 300 3.135253 2.928828 0.229162 0.164930 0.157395 0.179806 \n", + "0 325 3.143012 2.936466 0.236267 0.164353 0.159323 0.184114 \n", + "0 350 3.149240 2.943003 0.238494 0.170851 0.161939 0.185788 \n", + "0 375 3.158746 2.953578 0.231071 0.157607 0.153557 0.178314 \n", + "\n", + " precision_super recall_super NDCG mAP MRR LAUC \\\n", + "0 0.066738 0.129517 0.125779 0.052940 0.218140 0.556162 \n", + "0 0.085086 0.147738 0.162899 0.073388 0.281801 0.564729 \n", + "0 0.103112 0.160522 0.192246 0.090485 0.335233 0.571818 \n", + "0 0.118670 0.179116 0.213595 0.103269 0.365040 0.577007 \n", + "0 0.119957 0.174794 0.227569 0.114459 0.399596 0.576467 \n", + "0 0.135944 0.181649 0.243943 0.125804 0.425139 0.579170 \n", + "0 0.136052 0.185028 0.254184 0.130538 0.457603 0.579917 \n", + "0 0.140451 0.186207 0.257191 0.136220 0.449647 0.578527 \n", + "0 0.150858 0.195783 0.267800 0.143532 0.464535 0.581580 \n", + "0 0.147854 0.189227 0.268282 0.144025 0.458117 0.581832 \n", + "0 0.149356 0.185706 0.274896 0.150449 0.474372 0.583088 \n", + "0 0.149249 0.191109 0.265386 0.142651 0.454700 0.579712 \n", + "0 0.155579 0.187519 0.275057 0.150313 0.471154 0.579462 \n", + "0 0.155794 0.195913 0.278565 0.152289 0.479033 0.582719 \n", + "0 0.148069 0.174575 0.266733 0.144945 0.460581 0.576058 \n", + "\n", + " HR Reco in test Test coverage Shannon Gini \n", + "0 0.656416 0.996501 0.709957 6.457332 0.647711 \n", + "0 0.744433 0.999894 0.649351 6.257955 0.706753 \n", + "0 0.797455 0.999788 0.608225 6.053205 0.755007 \n", + "0 0.829268 1.000000 0.561328 5.906052 0.789284 \n", + "0 0.815483 0.999894 0.532468 5.782155 0.813818 \n", + "0 0.847296 1.000000 0.506494 5.746312 0.823647 \n", + "0 0.857900 1.000000 0.503608 5.631072 0.838636 \n", + "0 0.844115 1.000000 0.488456 5.644481 0.840826 \n", + "0 0.861082 0.999788 0.468254 5.566533 0.850247 \n", + "0 0.853659 0.999894 0.466089 5.603329 0.846631 \n", + "0 0.858961 1.000000 0.466811 5.535912 0.852984 \n", + "0 0.848356 1.000000 0.463203 5.546113 0.853711 \n", + "0 0.854719 0.999788 0.462482 5.542926 0.856801 \n", + "0 0.868505 1.000000 0.474026 5.543713 0.854430 \n", + "0 0.846235 1.000000 0.467532 5.522817 0.855222 " + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from tqdm import tqdm\n", + "result=[]\n", + "for factors in tqdm([i for i in np.arange(25,400,25)]):\n", + " train_read=pd.read_csv('./Datasets/ml-100k/train.csv', sep='\\t', header=None)\n", + " test_read=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None)\n", + " train_ui, test_ui, user_code_id, user_id_code, item_code_id, item_id_code = helpers.data_to_csr(train_read, test_read)\n", + " \n", + " train_ui*=100\n", + " train_iu=train_ui.transpose().tocsr()\n", + " \n", + " model = implicit.als.AlternatingLeastSquares(factors=factors, regularization=0.1, iterations=10)\n", + " model.fit(train_iu, show_progress=False)\n", + " \n", + " reco=top_k_recommendations(model, user_code_id, item_code_id, topK=10)\n", + " estimations_df=pd.DataFrame(estimate(model, user_code_id, item_code_id, test_ui))\n", + " \n", + " to_append=ev.evaluate(test=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None),\n", + " estimations_df=estimations_df, \n", + " reco=np.array(reco),\n", + " super_reactions=[4,5])\n", + " to_append.insert(0, \"Factors\", factors)\n", + " result.append(to_append)\n", + " \n", + "result=pd.concat(result)\n", + "result" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [], + "source": [ + "### import matplotlib.pyplot as plt\n", + "\n", + "metrics=list(result.columns[[i not in ['Factors'] for i in result.columns]])\n", + "\n", + "charts_per_row=6\n", + "charts_per_column=3\n", + "\n", + "fig, axes = plt.subplots(nrows=charts_per_row, ncols=charts_per_column,figsize=(18, 7*charts_per_row ))\n", + "import itertools\n", + "to_iter=[i for i in itertools.product(range(charts_per_row), range(charts_per_column))]\n", + "\n", + "for i in range(len(metrics)):\n", + " df=result[['Factors', metrics[i]]]\n", + " df.plot(ax=axes[to_iter[i]], title=metrics[i], x=0, y=1)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Alpha" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 0%| | 0/13 [00:00\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + 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AlphaRMSEMAEprecisionrecallF_1F_05precision_superrecall_superNDCGmAPMRRLAUCHRReco in testTest coverageShannonGini
013.6679643.4898180.0943800.0702570.0657280.0744450.0515020.0701470.1134500.0494100.2516170.5318500.5694590.9939550.7373746.6909520.542274
033.6272943.4482830.1487800.1037920.0991590.1142330.0934550.1106660.1814310.0894700.3718730.5488310.7126190.9943800.7114006.6398880.567716
073.5547983.3738760.2199360.1507980.1455140.1686800.1446350.1716800.2631770.1455370.4729680.5726210.8165430.9977730.6313136.3055700.698148
0103.5101813.3276580.2478260.1666690.1619660.1889610.1612660.1841960.2983950.1726030.5275870.5806830.8451750.9980910.5887456.1088510.748855
0303.3555113.1643790.2759280.1935500.1860700.2143750.1832620.2245500.3322320.1981900.5566710.5942470.8769880.9997880.4797985.5701100.844550
0503.2733653.0762560.2650050.1862340.1803880.2070580.1762880.2192040.3104460.1772370.5216550.5905280.8844110.9998940.4769125.4957220.854628
0703.2202083.0184750.2475080.1746760.1677920.1928970.1626610.2039970.2966580.1673660.5221790.5846900.8695651.0000000.4646465.5320330.853659
0903.1777842.9729350.2443270.1747710.1654380.1901940.1612660.1989300.2893730.1606040.4988750.5847100.8716860.9998940.4617605.4952660.857651
01103.1443282.9378500.2349950.1641410.1585100.1830290.1517170.1859310.2684230.1445790.4503770.5793360.8568400.9998940.4538245.5184120.857772
01303.1121802.9024550.2289500.1641220.1566190.1793360.1472100.1884500.2658650.1425020.4590920.5793070.8568401.0000000.4538245.4751530.864239
01503.0921452.8821190.2198300.1540600.1483400.1712060.1414160.1747320.2560540.1361460.4498230.5742450.8419941.0000000.4617605.4891690.859261
01703.0722172.8602010.2219510.1558890.1490700.1723170.1384120.1673050.2512750.1331710.4263810.5751250.8271470.9998940.4675325.5625010.853246
01903.0560802.8435380.2086960.1454160.1403490.1623180.1342270.1579740.2384590.1228030.4234200.5698540.8186640.9998940.4733045.4380780.867098
\n", + "" + ], + "text/plain": [ + " Alpha RMSE MAE precision recall F_1 F_05 \\\n", + "0 1 3.667964 3.489818 0.094380 0.070257 0.065728 0.074445 \n", + "0 3 3.627294 3.448283 0.148780 0.103792 0.099159 0.114233 \n", + "0 7 3.554798 3.373876 0.219936 0.150798 0.145514 0.168680 \n", + "0 10 3.510181 3.327658 0.247826 0.166669 0.161966 0.188961 \n", + "0 30 3.355511 3.164379 0.275928 0.193550 0.186070 0.214375 \n", + "0 50 3.273365 3.076256 0.265005 0.186234 0.180388 0.207058 \n", + "0 70 3.220208 3.018475 0.247508 0.174676 0.167792 0.192897 \n", + "0 90 3.177784 2.972935 0.244327 0.174771 0.165438 0.190194 \n", + "0 110 3.144328 2.937850 0.234995 0.164141 0.158510 0.183029 \n", + "0 130 3.112180 2.902455 0.228950 0.164122 0.156619 0.179336 \n", + "0 150 3.092145 2.882119 0.219830 0.154060 0.148340 0.171206 \n", + "0 170 3.072217 2.860201 0.221951 0.155889 0.149070 0.172317 \n", + "0 190 3.056080 2.843538 0.208696 0.145416 0.140349 0.162318 \n", + "\n", + " precision_super recall_super NDCG mAP MRR LAUC \\\n", + "0 0.051502 0.070147 0.113450 0.049410 0.251617 0.531850 \n", + "0 0.093455 0.110666 0.181431 0.089470 0.371873 0.548831 \n", + "0 0.144635 0.171680 0.263177 0.145537 0.472968 0.572621 \n", + "0 0.161266 0.184196 0.298395 0.172603 0.527587 0.580683 \n", + "0 0.183262 0.224550 0.332232 0.198190 0.556671 0.594247 \n", + "0 0.176288 0.219204 0.310446 0.177237 0.521655 0.590528 \n", + "0 0.162661 0.203997 0.296658 0.167366 0.522179 0.584690 \n", + "0 0.161266 0.198930 0.289373 0.160604 0.498875 0.584710 \n", + "0 0.151717 0.185931 0.268423 0.144579 0.450377 0.579336 \n", + "0 0.147210 0.188450 0.265865 0.142502 0.459092 0.579307 \n", + "0 0.141416 0.174732 0.256054 0.136146 0.449823 0.574245 \n", + "0 0.138412 0.167305 0.251275 0.133171 0.426381 0.575125 \n", + "0 0.134227 0.157974 0.238459 0.122803 0.423420 0.569854 \n", + "\n", + " HR Reco in test Test coverage Shannon Gini \n", + "0 0.569459 0.993955 0.737374 6.690952 0.542274 \n", + "0 0.712619 0.994380 0.711400 6.639888 0.567716 \n", + "0 0.816543 0.997773 0.631313 6.305570 0.698148 \n", + "0 0.845175 0.998091 0.588745 6.108851 0.748855 \n", + "0 0.876988 0.999788 0.479798 5.570110 0.844550 \n", + "0 0.884411 0.999894 0.476912 5.495722 0.854628 \n", + "0 0.869565 1.000000 0.464646 5.532033 0.853659 \n", + "0 0.871686 0.999894 0.461760 5.495266 0.857651 \n", + "0 0.856840 0.999894 0.453824 5.518412 0.857772 \n", + "0 0.856840 1.000000 0.453824 5.475153 0.864239 \n", + "0 0.841994 1.000000 0.461760 5.489169 0.859261 \n", + "0 0.827147 0.999894 0.467532 5.562501 0.853246 \n", + "0 0.818664 0.999894 0.473304 5.438078 0.867098 " + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from tqdm import tqdm\n", + "result=[]\n", + "for alpha in tqdm([1, 3, 7]+[i for i in np.arange(10,200,20)]):\n", + " train_read=pd.read_csv('./Datasets/ml-100k/train.csv', sep='\\t', header=None)\n", + " test_read=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None)\n", + " train_ui, test_ui, user_code_id, user_id_code, item_code_id, item_id_code = helpers.data_to_csr(train_read, test_read)\n", + " \n", + " train_ui*=alpha\n", + " train_iu=train_ui.transpose().tocsr()\n", + " \n", + " model = implicit.als.AlternatingLeastSquares(factors=factors, regularization=0.1, iterations=10)\n", + " model.fit(train_iu, show_progress=False)\n", + " \n", + " reco=top_k_recommendations(model, user_code_id, item_code_id, topK=10)\n", + " estimations_df=pd.DataFrame(estimate(model, user_code_id, item_code_id, test_ui))\n", + " \n", + " to_append=ev.evaluate(test=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None),\n", + " estimations_df=estimations_df, \n", + " reco=np.array(reco),\n", + " super_reactions=[4,5])\n", + " to_append.insert(0, \"Alpha\", alpha)\n", + " result.append(to_append)\n", + " \n", + "result=pd.concat(result)\n", + "result" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [], + "source": [ + "### import matplotlib.pyplot as plt\n", + "\n", + "metrics=list(result.columns[[i not in ['Alpha'] for i in result.columns]])\n", + "\n", + "charts_per_row=6\n", + "charts_per_column=3\n", + "\n", + "fig, axes = plt.subplots(nrows=charts_per_row, ncols=charts_per_column,figsize=(18, 7*charts_per_row ))\n", + "import itertools\n", + "to_iter=[i for i in itertools.product(range(charts_per_row), range(charts_per_column))]\n", + "\n", + "for i in range(len(metrics)):\n", + " df=result[['Alpha', metrics[i]]]\n", + " df.plot(ax=axes[to_iter[i]], title=metrics[i], x=0, y=1)" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "943it [00:00, 9091.58it/s]\n", + "943it [00:00, 9747.68it/s]\n", + "943it [00:00, 9361.64it/s]\n", + "943it [00:00, 9223.93it/s]\n", + "943it [00:00, 8151.04it/s]\n", + "943it 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ModelRMSEMAEprecisionrecallF_1F_05precision_superrecall_superNDCGmAPMRRLAUCHRReco in testTest coverageShannonGini
0Self_RP3Beta3.7045893.5293970.2867440.1965240.1911170.2213750.2139480.2512630.3445980.2078360.5879530.5957700.8854720.9981970.1933624.2918210.960775
0Self_P33.7024463.5272730.2821850.1920920.1867490.2169800.2041850.2400960.3391140.2049050.5721570.5935440.8759281.0000000.0772013.8758920.974947
0Ready_ImplicitALS3.2749713.0760910.2467660.1802840.1711810.1949350.1630900.2054160.2982200.1662260.5201570.5875090.8780490.9997880.5086585.7569470.819903
0Self_TopPop2.5082582.2179090.1888650.1169190.1187320.1415840.1304720.1374730.2146510.1117070.4009390.5555460.7656421.0000000.0389613.1590790.987317
0Ready_SVD0.9491650.7466670.0939550.0449690.0511970.0654740.0839060.0739960.1046720.0482110.2207570.5191870.4835630.9979850.2049064.4089130.954288
0Self_SVD0.9163300.7201530.1033930.0444550.0531770.0700730.0938840.0793660.1077920.0512810.2002100.5189570.4750800.8530220.1471863.9113560.971196
0Ready_Baseline0.9494590.7524870.0914100.0376520.0460300.0612860.0796140.0564630.0959570.0431780.1981930.5155010.4379641.0000000.0339112.8365130.991139
0Ready_SVDBiased0.9381460.7399170.0865320.0370670.0448320.0588770.0780040.0578650.0945830.0430130.2023910.5152020.4337220.9960760.1666674.1683540.964092
0Self_GlobalAvg1.1257600.9435340.0611880.0259680.0313830.0413430.0405580.0321070.0676950.0274700.1711870.5095460.3849421.0000000.0259742.7117720.992003
0Ready_Random1.5100301.2118480.0500530.0223670.0259840.0337270.0306870.0232550.0553920.0216020.1376900.5077130.3382820.9879110.1875905.1118780.906685
0Ready_I-KNN1.0303860.8130670.0260870.0069080.0105930.0160460.0211370.0095220.0242140.0089580.0480680.4998850.1548250.4023330.4343435.1336500.877999
0Ready_I-KNNWithZScore0.9577010.7523870.0037120.0019940.0023800.0029190.0034330.0024010.0051370.0021580.0164580.4973490.0275720.3899260.0678212.4757470.992793
0Ready_I-KNNWithMeans0.9353270.7374240.0025450.0007550.0011050.0016020.0022530.0009300.0034440.0013620.0117600.4967240.0212090.4828210.0598852.2325780.994487
0Ready_I-KNNBaseline0.9353270.7374240.0025450.0007550.0011050.0016020.0022530.0009300.0034440.0013620.0117600.4967240.0212090.4828210.0598852.2325780.994487
0Ready_U-KNN1.0234950.8079130.0007420.0002050.0003050.0004490.0005360.0001980.0008450.0002740.0027440.4964410.0074230.6021210.0108232.0891860.995706
0Self_TopRated2.5082582.2179090.0009540.0001880.0002980.0004810.0006440.0002230.0010430.0003350.0033480.4964330.0095440.6990460.0050511.9459100.995669
0Self_BaselineUI0.9675850.7627400.0009540.0001700.0002780.0004630.0006440.0001890.0007520.0001680.0016770.4964240.0095440.6005300.0050511.8031260.996380
0Self_IKNN1.0183630.8087930.0003180.0001080.0001400.0001890.0000000.0000000.0002140.0000370.0003680.4963910.0031810.3921530.1154404.1747410.965327
\n", + "
" + ], + "text/plain": [ + " Model RMSE MAE precision recall F_1 \\\n", + "0 Self_RP3Beta 3.704589 3.529397 0.286744 0.196524 0.191117 \n", + "0 Self_P3 3.702446 3.527273 0.282185 0.192092 0.186749 \n", + "0 Ready_ImplicitALS 3.274971 3.076091 0.246766 0.180284 0.171181 \n", + "0 Self_TopPop 2.508258 2.217909 0.188865 0.116919 0.118732 \n", + "0 Ready_SVD 0.949165 0.746667 0.093955 0.044969 0.051197 \n", + "0 Self_SVD 0.916330 0.720153 0.103393 0.044455 0.053177 \n", + "0 Ready_Baseline 0.949459 0.752487 0.091410 0.037652 0.046030 \n", + "0 Ready_SVDBiased 0.938146 0.739917 0.086532 0.037067 0.044832 \n", + "0 Self_GlobalAvg 1.125760 0.943534 0.061188 0.025968 0.031383 \n", + "0 Ready_Random 1.510030 1.211848 0.050053 0.022367 0.025984 \n", + "0 Ready_I-KNN 1.030386 0.813067 0.026087 0.006908 0.010593 \n", + "0 Ready_I-KNNWithZScore 0.957701 0.752387 0.003712 0.001994 0.002380 \n", + "0 Ready_I-KNNWithMeans 0.935327 0.737424 0.002545 0.000755 0.001105 \n", + "0 Ready_I-KNNBaseline 0.935327 0.737424 0.002545 0.000755 0.001105 \n", + "0 Ready_U-KNN 1.023495 0.807913 0.000742 0.000205 0.000305 \n", + "0 Self_TopRated 2.508258 2.217909 0.000954 0.000188 0.000298 \n", + "0 Self_BaselineUI 0.967585 0.762740 0.000954 0.000170 0.000278 \n", + "0 Self_IKNN 1.018363 0.808793 0.000318 0.000108 0.000140 \n", + "\n", + " F_05 precision_super recall_super NDCG mAP MRR \\\n", + "0 0.221375 0.213948 0.251263 0.344598 0.207836 0.587953 \n", + "0 0.216980 0.204185 0.240096 0.339114 0.204905 0.572157 \n", + "0 0.194935 0.163090 0.205416 0.298220 0.166226 0.520157 \n", + "0 0.141584 0.130472 0.137473 0.214651 0.111707 0.400939 \n", + "0 0.065474 0.083906 0.073996 0.104672 0.048211 0.220757 \n", + "0 0.070073 0.093884 0.079366 0.107792 0.051281 0.200210 \n", + "0 0.061286 0.079614 0.056463 0.095957 0.043178 0.198193 \n", + "0 0.058877 0.078004 0.057865 0.094583 0.043013 0.202391 \n", + "0 0.041343 0.040558 0.032107 0.067695 0.027470 0.171187 \n", + "0 0.033727 0.030687 0.023255 0.055392 0.021602 0.137690 \n", + "0 0.016046 0.021137 0.009522 0.024214 0.008958 0.048068 \n", + "0 0.002919 0.003433 0.002401 0.005137 0.002158 0.016458 \n", + "0 0.001602 0.002253 0.000930 0.003444 0.001362 0.011760 \n", + "0 0.001602 0.002253 0.000930 0.003444 0.001362 0.011760 \n", + "0 0.000449 0.000536 0.000198 0.000845 0.000274 0.002744 \n", + "0 0.000481 0.000644 0.000223 0.001043 0.000335 0.003348 \n", + "0 0.000463 0.000644 0.000189 0.000752 0.000168 0.001677 \n", + "0 0.000189 0.000000 0.000000 0.000214 0.000037 0.000368 \n", + "\n", + " LAUC HR Reco in test Test coverage Shannon Gini \n", + "0 0.595770 0.885472 0.998197 0.193362 4.291821 0.960775 \n", + "0 0.593544 0.875928 1.000000 0.077201 3.875892 0.974947 \n", + "0 0.587509 0.878049 0.999788 0.508658 5.756947 0.819903 \n", + "0 0.555546 0.765642 1.000000 0.038961 3.159079 0.987317 \n", + "0 0.519187 0.483563 0.997985 0.204906 4.408913 0.954288 \n", + "0 0.518957 0.475080 0.853022 0.147186 3.911356 0.971196 \n", + "0 0.515501 0.437964 1.000000 0.033911 2.836513 0.991139 \n", + "0 0.515202 0.433722 0.996076 0.166667 4.168354 0.964092 \n", + "0 0.509546 0.384942 1.000000 0.025974 2.711772 0.992003 \n", + "0 0.507713 0.338282 0.987911 0.187590 5.111878 0.906685 \n", + "0 0.499885 0.154825 0.402333 0.434343 5.133650 0.877999 \n", + "0 0.497349 0.027572 0.389926 0.067821 2.475747 0.992793 \n", + "0 0.496724 0.021209 0.482821 0.059885 2.232578 0.994487 \n", + "0 0.496724 0.021209 0.482821 0.059885 2.232578 0.994487 \n", + "0 0.496441 0.007423 0.602121 0.010823 2.089186 0.995706 \n", + "0 0.496433 0.009544 0.699046 0.005051 1.945910 0.995669 \n", + "0 0.496424 0.009544 0.600530 0.005051 1.803126 0.996380 \n", + "0 0.496391 0.003181 0.392153 0.115440 4.174741 0.965327 " + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "import evaluation_measures as ev\n", + "\n", + "dir_path=\"Recommendations generated/ml-100k/\"\n", + "super_reactions=[4,5]\n", + "test=pd.read_csv('./Datasets/ml-100k/test.csv', sep='\\t', header=None)\n", + "\n", + "ev.evaluate_all(test, dir_path, super_reactions)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.8.3" + } + }, + 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zQWbvme3hgaSfy#y+yHk9y(dIr)a$p?#57QiHBHKJza5L0WztX?O*pwumZh=Duz{IA zfLq3=V;|{wp#W+s5-;_y$?Lt)j?-Bd`gE-*kIVCLh?NN*m~PjM=&xZJwyZ|3G;~Lu z9-aK&SN$7U>EDv+VCNAdIn`g#%$Fp7M}oLYpODyA!j={T3f3hET&iDSy7(CcvEq<> zNSvVvgvUJ|p!Fb!&;o8Fq4x3BPhg86G_e>OHwVARMSFP%)dZzeEOXN0: # skip users with no items in test set (still possible that there will be no super items) + relevant_users+=1 + + u_super_items=u_rated_items[np.vectorize(lambda x: x in super_reactions)\ + (test_ui.data[test_ui.indptr[user]:test_ui.indptr[user+1]])] + # more natural seems u_super_items=[item for item in u_rated_items if test_ui[user,item] in super_reactions] + # but accesing test_ui[user,item] is expensive -we should avoid doing it + if len(u_super_items)>0: + super_relevant_users+=1 + + user_successes=np.zeros(topK) + nb_user_successes=0 + user_super_successes=np.zeros(topK) + nb_user_super_successes=0 + + # evaluation + for (item_position,item) in enumerate(reco[nb_user,1:topK+1]): + if item in u_rated_items: + user_successes[item_position]=1 + nb_user_successes+=1 + if item in u_super_items: + user_super_successes[item_position]=1 + nb_user_super_successes+=1 + + prec_u=nb_user_successes/topK + prec+=prec_u + + rec_u=nb_user_successes/nb_u_rated_items + rec+=rec_u + + F_1+=2*(prec_u*rec_u)/(prec_u+rec_u) if prec_u+rec_u>0 else 0 + F_05+=(0.5**2+1)*(prec_u*rec_u)/(0.5**2*prec_u+rec_u) if prec_u+rec_u>0 else 0 + + prec_super+=nb_user_super_successes/topK + rec_super+=nb_user_super_successes/max(len(u_super_items),1) + ndcg+=np.dot(user_successes,cg)/cg_sum[min(topK, nb_u_rated_items)-1] + + cumsum_successes=np.cumsum(user_successes) + mAP+=np.dot(cumsum_successes/np.arange(1,topK+1), user_successes)/min(topK, nb_u_rated_items) + MRR+=1/(user_successes.nonzero()[0][0]+1) if user_successes.nonzero()[0].size>0 else 0 + LAUC+=(np.dot(cumsum_successes, 1-user_successes)+\ + (nb_user_successes+nb_u_rated_items)/2*((nb_items-nb_u_rated_items)-(topK-nb_user_successes)))/\ + ((nb_items-nb_u_rated_items)*nb_u_rated_items) + + HR+=nb_user_successes>0 + + + result=[] + result.append(('precision', prec/relevant_users)) + result.append(('recall', rec/relevant_users)) + result.append(('F_1', F_1/relevant_users)) + result.append(('F_05', F_05/relevant_users)) + result.append(('precision_super', prec_super/super_relevant_users)) + result.append(('recall_super', rec_super/super_relevant_users)) + result.append(('NDCG', ndcg/relevant_users)) + result.append(('mAP', mAP/relevant_users)) + result.append(('MRR', MRR/relevant_users)) + result.append(('LAUC', LAUC/relevant_users)) + result.append(('HR', HR/relevant_users)) + + df_result=pd.DataFrame() + if len(result)>0: + df_result=(pd.DataFrame(list(zip(*result))[1])).T + df_result.columns=list(zip(*result))[0] + return df_result + + +def estimations_metrics(test_ui, estimations): + result=[] + + RMSE=(np.sum((estimations.data-test_ui.data)**2)/estimations.nnz)**(1/2) + result.append(['RMSE', RMSE]) + + MAE=np.sum(abs(estimations.data-test_ui.data))/estimations.nnz + result.append(['MAE', MAE]) + + df_result=pd.DataFrame() + if len(result)>0: + df_result=(pd.DataFrame(list(zip(*result))[1])).T + df_result.columns=list(zip(*result))[0] + return df_result + +def diversity_metrics(test_ui, reco, topK=10): + + frequencies=defaultdict(int) + + for item in list(set(test_ui.indices)): + frequencies[item]=0 + + for item in reco[:,1:].flat: + frequencies[item]+=1 + + nb_reco_outside_test=frequencies[-1] + del frequencies[-1] + + frequencies=np.array(list(frequencies.values())) + + nb_rec_items=len(frequencies[frequencies>0]) + nb_reco_inside_test=np.sum(frequencies) + + frequencies=frequencies/np.sum(frequencies) + frequencies=np.sort(frequencies) + + with np.errstate(divide='ignore'): # let's put zeros we items with 0 frequency and ignore division warning + log_frequencies=np.nan_to_num(np.log(frequencies), posinf=0, neginf=0) + + result=[] + result.append(('Reco in test', nb_reco_inside_test/(nb_reco_inside_test+nb_reco_outside_test))) + result.append(('Test coverage', nb_rec_items/test_ui.shape[1])) + result.append(('Shannon', -np.dot(frequencies, log_frequencies))) + result.append(('Gini', np.dot(frequencies, np.arange(1-len(frequencies), len(frequencies), 2))/(len(frequencies)-1))) + + df_result=(pd.DataFrame(list(zip(*result))[1])).T + df_result.columns=list(zip(*result))[0] + return df_result + + + +def evaluate_all(test, + dir_path="Recommendations generated/ml-100k/", + super_reactions=[4,5], + topK=10): + + models = list(set(['_'.join(f.split('_')[:2]) for f in listdir(dir_path) + if isfile(dir_path+f)])) + result=[] + for model in models: + estimations_df=pd.read_csv('{}{}_estimations.csv'.format(dir_path, model), header=None) + reco=np.loadtxt('{}{}_reco.csv'.format(dir_path, model), delimiter=',') + to_append=evaluate(test, estimations_df, reco, super_reactions, topK) + + to_append.insert(0, "Model", model) + result.append(to_append) + result=pd.concat(result) + result=result.sort_values(by='recall', ascending=False) + return result \ No newline at end of file diff --git a/helpers.py b/helpers.py new file mode 100644 index 0000000..677bf47 --- /dev/null +++ b/helpers.py @@ -0,0 +1,75 @@ +import pandas as pd +import numpy as np +import scipy.sparse as sparse +import surprise as sp +import time +from collections import defaultdict +from itertools import chain + +def data_to_csr(train_read, test_read): + train_read.columns=['user', 'item', 'rating', 'timestamp'] + test_read.columns=['user', 'item', 'rating', 'timestamp'] + + # Let's build whole dataset + train_and_test=pd.concat([train_read, test_read], axis=0, ignore_index=True) + train_and_test['user_code'] = train_and_test['user'].astype("category").cat.codes + train_and_test['item_code'] = train_and_test['item'].astype("category").cat.codes + + user_code_id = dict(enumerate(train_and_test['user'].astype("category").cat.categories)) + user_id_code = dict((v, k) for k, v in user_code_id.items()) + item_code_id = dict(enumerate(train_and_test['item'].astype("category").cat.categories)) + item_id_code = dict((v, k) for k, v in item_code_id.items()) + + train_df=pd.merge(train_read, train_and_test, on=list(train_read.columns)) + test_df=pd.merge(test_read, train_and_test, on=list(train_read.columns)) + + # Take number of users and items + (U,I)=(train_and_test['user_code'].max()+1, train_and_test['item_code'].max()+1) + + # Create sparse csr matrices + train_ui = sparse.csr_matrix((train_df['rating'], (train_df['user_code'], train_df['item_code'])), shape=(U, I)) + test_ui = sparse.csr_matrix((test_df['rating'], (test_df['user_code'], test_df['item_code'])), shape=(U, I)) + + return train_ui, test_ui, user_code_id, user_id_code, item_code_id, item_id_code + + +def get_top_n(predictions, n=10): + + # Here we create a dictionary which items are lists of pairs (item, score) + top_n = defaultdict(list) + for uid, iid, true_r, est, _ in predictions: + top_n[uid].append((iid, est)) + + result=[] + # Let's choose k best items in the format: (user, item1, score1, item2, score2, ...) + for uid, user_ratings in top_n.items(): + user_ratings.sort(key=lambda x: x[1], reverse=True) + result.append([uid]+list(chain(*user_ratings[:n]))) + return result + + +def ready_made(algo, reco_path, estimations_path): + reader = sp.Reader(line_format='user item rating timestamp', sep='\t') + trainset = sp.Dataset.load_from_file('./Datasets/ml-100k/train.csv', reader=reader) + trainset = trainset.build_full_trainset() # -> it is needed for using Surprise package + + testset = sp.Dataset.load_from_file('./Datasets/ml-100k/test.csv', reader=reader) + testset = sp.Trainset.build_testset(testset.build_full_trainset()) + + algo.fit(trainset) + + antitrainset = trainset.build_anti_testset() # We want to predict ratings of pairs (user, item) which are not in train set + print('Generating predictions...') + predictions = algo.test(antitrainset) + print('Generating top N recommendations...') + top_n = get_top_n(predictions, n=10) + top_n=pd.DataFrame(top_n) + top_n.to_csv(reco_path, index=False, header=False) + + print('Generating predictions...') + predictions = algo.test(testset) + predictions_df=[] + for uid, iid, true_r, est, _ in predictions: + predictions_df.append([uid, iid, est]) + predictions_df=pd.DataFrame(predictions_df) + predictions_df.to_csv(estimations_path, index=False, header=False) \ No newline at end of file