diff --git a/projekt.ipynb b/projekt.ipynb index d4ceda5..5c5c5aa 100644 --- a/projekt.ipynb +++ b/projekt.ipynb @@ -2,19 +2,22 @@ "cells": [ { "cell_type": "code", - "execution_count": 2, + "execution_count": 393, "id": "7ce53ad1", "metadata": {}, "outputs": [], "source": [ "import pandas as pd\n", "import numpy as np\n", - "import matplotlib.pyplot as plt\n" + "import matplotlib.pyplot as plt\n", + "import plotly.figure_factory as ff\n", + "import seaborn as sns\n", + "sns.set()\n" ] }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 394, "id": "73edef6d", "metadata": {}, "outputs": [ @@ -256,7 +259,7 @@ "[5 rows x 25 columns]" ] }, - "execution_count": 3, + "execution_count": 394, "metadata": {}, "output_type": "execute_result" } @@ -268,7 +271,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 395, "id": "1831fdd7", "metadata": {}, "outputs": [ @@ -315,9 +318,153 @@ "dane.info()" ] }, + { + "cell_type": "markdown", + "id": "69f1b9c9", + "metadata": {}, + "source": [] + }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 396, + "id": "422c8e2c", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
Air PollutionSmokingPassive Smoker
index
2423
3777
4687
5423
10678
............
995678
996678
997423
998687
999623
\n", + "

365 rows × 3 columns

\n", + "
" + ], + "text/plain": [ + " Air Pollution Smoking Passive Smoker\n", + "index \n", + "2 4 2 3\n", + "3 7 7 7\n", + "4 6 8 7\n", + "5 4 2 3\n", + "10 6 7 8\n", + "... ... ... ...\n", + "995 6 7 8\n", + "996 6 7 8\n", + "997 4 2 3\n", + "998 6 8 7\n", + "999 6 2 3\n", + "\n", + "[365 rows x 3 columns]" + ] + }, + "execution_count": 396, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dane0 = dane[dane['Level'] == 'High'][['Air Pollution', 'Smoking', 'Passive Smoker']]\n", + "dane0" + ] + }, + { + "cell_type": "code", + "execution_count": 397, "id": "af7da17c", "metadata": {}, "outputs": [ @@ -662,7 +809,7 @@ "Snoring 7.0 " ] }, - "execution_count": 5, + "execution_count": 397, "metadata": {}, "output_type": "execute_result" } @@ -673,7 +820,29 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 398, + "id": "c6867768", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Genetic Risk 5.0\n", + "dtype: float64" + ] + }, + "execution_count": 398, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dane[['Genetic Risk']].median()" + ] + }, + { + "cell_type": "code", + "execution_count": 399, "id": "a043ec73", "metadata": {}, "outputs": [ @@ -690,7 +859,7 @@ " dtype='object')" ] }, - "execution_count": 6, + "execution_count": 399, "metadata": {}, "output_type": "execute_result" } @@ -701,7 +870,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 400, "id": "e6cad188", "metadata": {}, "outputs": [ @@ -714,7 +883,7 @@ "dtype: int64" ] }, - "execution_count": 7, + "execution_count": 400, "metadata": {}, "output_type": "execute_result" } @@ -726,23 +895,13 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 401, "id": "966e57b9", "metadata": {}, "outputs": [ { "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 8, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": "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", + "image/png": "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", "text/plain": [ "
" ] @@ -753,12 +912,13 @@ ], "source": [ "\n", - "dane['Gender'].value_counts().plot(kind = 'bar')\n" + "_ = dane['Gender'].value_counts().plot(kind = 'bar')\n", + "_ = plt.legend()\n" ] }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 402, "id": "8d81604c", "metadata": {}, "outputs": [ @@ -777,7 +937,7 @@ " dtype: int64]" ] }, - "execution_count": 9, + "execution_count": 402, "metadata": {}, "output_type": "execute_result" } @@ -789,23 +949,13 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 403, "id": "d85261ce", "metadata": {}, "outputs": [ { "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 10, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": "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", + "image/png": "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", "text/plain": [ "
" ] @@ -815,12 +965,12 @@ } ], "source": [ - "dane['Smoking'].value_counts().plot(kind = 'pie')" + "_ = dane['Smoking'].value_counts().plot(kind = 'pie')" ] }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 404, "id": "86122d04", "metadata": {}, "outputs": [ @@ -839,7 +989,7 @@ " dtype: int64]" ] }, - "execution_count": 11, + "execution_count": 404, "metadata": {}, "output_type": "execute_result" } @@ -851,23 +1001,13 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 405, "id": "c78bbd4c", "metadata": {}, "outputs": [ { "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 12, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": "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", + "image/png": "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", "text/plain": [ "
" ] @@ -877,12 +1017,12 @@ } ], "source": [ - "dane['Passive Smoker'].value_counts().plot(kind = 'pie')" + "_ = dane['Passive Smoker'].value_counts().plot(kind = 'pie')\n" ] }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 406, "id": "6385071c", "metadata": {}, "outputs": [ @@ -908,7 +1048,7 @@ "dtype: int64" ] }, - "execution_count": 13, + "execution_count": 406, "metadata": {}, "output_type": "execute_result" } @@ -919,23 +1059,13 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 407, "id": "af3dd196", "metadata": {}, "outputs": [ { "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 14, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": "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", + "image/png": "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", "text/plain": [ "
" ] @@ -946,12 +1076,173 @@ ], "source": [ "dane6 = dane.groupby(['Smoking','Gender'])\n", - "dane6[['Smoking', 'Gender']].value_counts().plot(kind = 'bar')" + "_ = dane6[['Smoking', 'Gender']].value_counts().plot(kind = 'bar')\n", + "_ = plt.legend()\n" ] }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 408, + "id": "18002f3f", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Smoking 3.0\n", + "dtype: float64" + ] + }, + "execution_count": 408, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dane[['Smoking']].median()" + ] + }, + { + "cell_type": "code", + "execution_count": 409, + "id": "f21f91ec", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
Genetic RiskSmokingAlcohol use
index
725143
59143
727133
940142
819112
............
537788
538777
755747
533747
812777
\n", + "

1000 rows × 3 columns

\n", + "
" + ], + "text/plain": [ + " Genetic Risk Smoking Alcohol use\n", + "index \n", + "725 1 4 3\n", + "59 1 4 3\n", + "727 1 3 3\n", + "940 1 4 2\n", + "819 1 1 2\n", + "... ... ... ...\n", + "537 7 8 8\n", + "538 7 7 7\n", + "755 7 4 7\n", + "533 7 4 7\n", + "812 7 7 7\n", + "\n", + "[1000 rows x 3 columns]" + ] + }, + "execution_count": 409, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "x = dane[['Genetic Risk', 'Smoking','Alcohol use']]\n", + "x.sort_values('Genetic Risk')\n" + ] + }, + { + "cell_type": "code", + "execution_count": 410, "id": "15eebd5b", "metadata": {}, "outputs": [ @@ -970,7 +1261,7 @@ "Name: count, dtype: int64" ] }, - "execution_count": 15, + "execution_count": 410, "metadata": {}, "output_type": "execute_result" } @@ -982,23 +1273,13 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 411, "id": "c0b501b8", "metadata": {}, "outputs": [ { "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 16, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": "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", + "image/png": "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", "text/plain": [ "
" ] @@ -1008,8 +1289,2310 @@ } ], "source": [ - "dane7 = dane['Air Pollution'].value_counts().plot(kind = 'bar')\n", - "dane7" + "_ = dane7 = dane['Air Pollution'].value_counts().plot(kind = 'bar')\n", + "_ = plt.legend()" + ] + }, + { + "cell_type": "code", + "execution_count": 412, + "id": "00915ec0", + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "import sklearn " + ] + }, + { + "cell_type": "code", + "execution_count": 413, + "id": "5024be32", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Genetic Risk\n", + "4 40\n", + "1 40\n", + "5 100\n", + "6 108\n", + "3 173\n", + "2 212\n", + "7 327\n", + "Name: count, dtype: int64" + ] + }, + "execution_count": 413, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "_ = dane8 = dane['Genetic Risk'].value_counts()\n", + "dane8.sort_values()\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 414, + "id": "8388706b", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
Patient IdAgeGenderAir PollutionAlcohol useDust AllergyOccuPational HazardsGenetic Riskchronic Lung DiseaseBalanced Diet...FatigueWeight LossShortness of BreathWheezingSwallowing DifficultyClubbing of Finger NailsFrequent ColdDry CoughSnoringLevel
index
0P13312454322...342231234Low
1P101713153422...137862172Medium
2P1003514565546...879214672High
3P10003717777677...423145675High
4P1014616877767...324142423High
..................................................................
995P9954416777767...532782453High
996P9963726877767...965724314High
997P9972524565546...879214672High
998P9981826877767...324142423High
999P9994716565546...879214672High
\n", + "

1000 rows × 25 columns

\n", + "
" + ], + "text/plain": [ + " Patient Id Age Gender Air Pollution Alcohol use Dust Allergy \\\n", + "index \n", + "0 P1 33 1 2 4 5 \n", + "1 P10 17 1 3 1 5 \n", + "2 P100 35 1 4 5 6 \n", + "3 P1000 37 1 7 7 7 \n", + "4 P101 46 1 6 8 7 \n", + "... ... ... ... ... ... ... \n", + "995 P995 44 1 6 7 7 \n", + "996 P996 37 2 6 8 7 \n", + "997 P997 25 2 4 5 6 \n", + "998 P998 18 2 6 8 7 \n", + "999 P999 47 1 6 5 6 \n", + "\n", + " OccuPational Hazards Genetic Risk chronic Lung Disease \\\n", + "index \n", + "0 4 3 2 \n", + "1 3 4 2 \n", + "2 5 5 4 \n", + "3 7 6 7 \n", + "4 7 7 6 \n", + "... ... ... ... \n", + "995 7 7 6 \n", + "996 7 7 6 \n", + "997 5 5 4 \n", + "998 7 7 6 \n", + "999 5 5 4 \n", + "\n", + " Balanced Diet ... Fatigue Weight Loss Shortness of Breath \\\n", + "index ... \n", + "0 2 ... 3 4 2 \n", + "1 2 ... 1 3 7 \n", + "2 6 ... 8 7 9 \n", + "3 7 ... 4 2 3 \n", + "4 7 ... 3 2 4 \n", + "... ... ... ... ... ... \n", + "995 7 ... 5 3 2 \n", + "996 7 ... 9 6 5 \n", + "997 6 ... 8 7 9 \n", + "998 7 ... 3 2 4 \n", + "999 6 ... 8 7 9 \n", + "\n", + " Wheezing Swallowing Difficulty Clubbing of Finger Nails \\\n", + "index \n", + "0 2 3 1 \n", + "1 8 6 2 \n", + "2 2 1 4 \n", + "3 1 4 5 \n", + "4 1 4 2 \n", + "... ... ... ... \n", + "995 7 8 2 \n", + "996 7 2 4 \n", + "997 2 1 4 \n", + "998 1 4 2 \n", + "999 2 1 4 \n", + "\n", + " Frequent Cold Dry Cough Snoring Level \n", + "index \n", + "0 2 3 4 Low \n", + "1 1 7 2 Medium \n", + "2 6 7 2 High \n", + "3 6 7 5 High \n", + "4 4 2 3 High \n", + "... ... ... ... ... \n", + "995 4 5 3 High \n", + "996 3 1 4 High \n", + "997 6 7 2 High \n", + "998 4 2 3 High \n", + "999 6 7 2 High \n", + "\n", + "[1000 rows x 25 columns]" + ] + }, + "execution_count": 414, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dane" + ] + }, + { + "cell_type": "code", + "execution_count": 415, + "id": "f2c57644", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Level\n", + "High 365\n", + "Medium 332\n", + "Low 303\n", + "Name: count, dtype: int64" + ] + }, + "execution_count": 415, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dane['Level'].value_counts()\n" + ] + }, + { + "cell_type": "code", + "execution_count": 416, + "id": "f02e1f34", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
Patient IdAgeGenderAir PollutionAlcohol useDust AllergyOccuPational HazardsGenetic Riskchronic Lung DiseaseBalanced Diet...FatigueWeight LossShortness of BreathWheezingSwallowing DifficultyClubbing of Finger NailsFrequent ColdDry CoughSnoringLevel
index
0P13312454322...3422312341
1P101713153422...1378621722
2P1003514565546...8792146723
3P10003717777677...4231456753
4P1014616877767...3241424233
\n", + "

5 rows × 25 columns

\n", + "
" + ], + "text/plain": [ + " Patient Id Age Gender Air Pollution Alcohol use Dust Allergy \\\n", + "index \n", + "0 P1 33 1 2 4 5 \n", + "1 P10 17 1 3 1 5 \n", + "2 P100 35 1 4 5 6 \n", + "3 P1000 37 1 7 7 7 \n", + "4 P101 46 1 6 8 7 \n", + "\n", + " OccuPational Hazards Genetic Risk chronic Lung Disease \\\n", + "index \n", + "0 4 3 2 \n", + "1 3 4 2 \n", + "2 5 5 4 \n", + "3 7 6 7 \n", + "4 7 7 6 \n", + "\n", + " Balanced Diet ... Fatigue Weight Loss Shortness of Breath \\\n", + "index ... \n", + "0 2 ... 3 4 2 \n", + "1 2 ... 1 3 7 \n", + "2 6 ... 8 7 9 \n", + "3 7 ... 4 2 3 \n", + "4 7 ... 3 2 4 \n", + "\n", + " Wheezing Swallowing Difficulty Clubbing of Finger Nails \\\n", + "index \n", + "0 2 3 1 \n", + "1 8 6 2 \n", + "2 2 1 4 \n", + "3 1 4 5 \n", + "4 1 4 2 \n", + "\n", + " Frequent Cold Dry Cough Snoring Level \n", + "index \n", + "0 2 3 4 1 \n", + "1 1 7 2 2 \n", + "2 6 7 2 3 \n", + "3 6 7 5 3 \n", + "4 4 2 3 3 \n", + "\n", + "[5 rows x 25 columns]" + ] + }, + "execution_count": 416, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "data = dane.replace({'Level':{'High' : 3, 'Medium' : 2, 'Low' : 1}})\n", + "data.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 417, + "id": "52632684", + "metadata": {}, + "outputs": [], + "source": [ + "import sklearn" + ] + }, + { + "cell_type": "code", + "execution_count": 418, + "id": "a47f580a", + "metadata": {}, + "outputs": [], + "source": [ + "np.random.seed(10)\n", + "np.set_printoptions(precision=6, suppress=True)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 419, + "id": "7caae544", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Y shape: (1000,)\n", + "X shape: (1000, 23)\n" + ] + } + ], + "source": [ + "X = data.drop(['Level', 'Patient Id'], axis=1)\n", + "y = data['Level']\n", + "\n", + "\n", + "print(\"Y shape:\", y.shape)\n", + "print(\"X shape:\", X.shape)" + ] + }, + { + "cell_type": "code", + "execution_count": 420, + "id": "9139408a", + "metadata": {}, + "outputs": [], + "source": [ + "from sklearn.model_selection import train_test_split\n", + "X_train, X_test, y_train, y_test = train_test_split (X, y)\n", + "\n", + "\n", + "\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 421, + "id": "2f45152a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "X_train shape: (750, 23)\n", + "y_train shape: (750,)\n", + "X_test shape: (250, 23)\n", + "y_test shape: (250,)\n" + ] + } + ], + "source": [ + "print(\"X_train shape:\", X_train.shape)\n", + "print(\"y_train shape:\", y_train.shape)\n", + "print(\"X_test shape:\", X_test.shape)\n", + "print(\"y_test shape:\", y_test.shape)" + ] + }, + { + "cell_type": "code", + "execution_count": 422, + "id": "8ba2674d", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "c:\\Users\\HP\\anaconda3\\lib\\site-packages\\sklearn\\linear_model\\_logistic.py:460: ConvergenceWarning:\n", + "\n", + "lbfgs failed to converge (status=1):\n", + "STOP: TOTAL NO. of ITERATIONS REACHED LIMIT.\n", + "\n", + "Increase the number of iterations (max_iter) or scale the data as shown in:\n", + " https://scikit-learn.org/stable/modules/preprocessing.html\n", + "Please also refer to the documentation for alternative solver options:\n", + " https://scikit-learn.org/stable/modules/linear_model.html#logistic-regression\n", + "\n" + ] + }, + { + "data": { + "text/html": [ + "
LogisticRegression()
In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.
" + ], + "text/plain": [ + "LogisticRegression()" + ] + }, + "execution_count": 422, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from sklearn.linear_model import LogisticRegression\n", + "classifier = LogisticRegression()\n", + "classifier.fit(X_train, y_train)" + ] + }, + { + "cell_type": "code", + "execution_count": 423, + "id": "ba0a5bda", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[0.019763, 0.980237, 0. ],\n", + " [0. , 0. , 1. ],\n", + " [0. , 0.000002, 0.999998],\n", + " [0.999979, 0.000021, 0. ],\n", + " [0. , 0.000038, 0.999962],\n", + " [0.000022, 0.983401, 0.016577],\n", + " [0. , 0.023981, 0.976019],\n", + " [0.025065, 0.943631, 0.031305],\n", + " [0. , 0.011278, 0.988722],\n", + " [0.077079, 0.922921, 0. ],\n", + " [0.000003, 0.000326, 0.999672],\n", + " [0.000473, 0.999527, 0. ],\n", + " [0.16753 , 0.83247 , 0. ],\n", + " [0.995731, 0.004269, 0. ],\n", + " [0.949387, 0.050613, 0. ],\n", + " [0.21037 , 0.78963 , 0. ],\n", + " [0. , 0. , 1. ],\n", + " [0.91181 , 0.045917, 0.042272],\n", + " [0. , 0.002178, 0.997822],\n", + " [0.984437, 0.015558, 0.000005],\n", + " [0. , 0.002066, 0.997934],\n", + " [0.99922 , 0.00078 , 0. ],\n", + " [0. , 0.000298, 0.999702],\n", + " [0. , 0.004236, 0.995764],\n", + " [0. , 0.000004, 0.999996],\n", + " [0.238042, 0.760375, 0.001583],\n", + " [0.025065, 0.943631, 0.031305],\n", + " [0.99808 , 0.001917, 0.000003],\n", + " [0.997777, 0.002223, 0. ],\n", + " [0.238042, 0.760375, 0.001583],\n", + " [0.913746, 0.086254, 0. ],\n", + " [0.002141, 0.997859, 0. ],\n", + " [0. , 0.004236, 0.995764],\n", + " [0.99922 , 0.00078 , 0. ],\n", + " [0.00192 , 0.99808 , 0. ],\n", + " [0. , 0.012453, 0.987547],\n", + " [0.00145 , 0.99855 , 0. ],\n", + " [0. , 0. , 1. ],\n", + " [0.00248 , 0.99752 , 0. ],\n", + " [0.998712, 0.000937, 0.000351],\n", + " [0.238042, 0.760375, 0.001583],\n", + " [0.001213, 0.97811 , 0.020677],\n", + " [0. , 0. , 1. ],\n", + " [0.015839, 0.984161, 0. ],\n", + " [0. , 0.023981, 0.976019],\n", + " [0.000003, 0.000326, 0.999672],\n", + " [0.930462, 0.069418, 0.000121],\n", + " [0. , 0.002178, 0.997822],\n", + " [0. , 0.000003, 0.999997],\n", + " [0.001321, 0.998655, 0.000024],\n", + " [0.001178, 0.998807, 0.000014],\n", + " [0.00035 , 0.99965 , 0. ],\n", + " [0.05124 , 0.948155, 0.000606],\n", + " [0. , 0. , 1. ],\n", + " [0.001321, 0.998655, 0.000024],\n", + " [0. , 0. , 1. ],\n", + " [0. , 0.004285, 0.995715],\n", + " [0.000004, 0.02071 , 0.979285],\n", + " [0.969283, 0.030717, 0. ],\n", + " [0.000063, 0.040843, 0.959093],\n", + " [0. , 0.002066, 0.997934],\n", + " [0.942577, 0.018654, 0.038768],\n", + " [0. , 0.000002, 0.999998],\n", + " [0.870813, 0.129142, 0.000044],\n", + " [0. , 0. , 1. ],\n", + " [0.913746, 0.086254, 0. ],\n", + " [0.000637, 0.999363, 0. ],\n", + " [0. , 0.000003, 0.999997],\n", + " [0. , 0.000298, 0.999702],\n", + " [0.029989, 0.970011, 0. ],\n", + " [0.994782, 0.000846, 0.004371],\n", + " [0.999889, 0.000075, 0.000035],\n", + " [0.947557, 0.052443, 0. ],\n", + " [0.029989, 0.970011, 0. ],\n", + " [0.129826, 0.870174, 0. ],\n", + " [0.055579, 0.94417 , 0.000251],\n", + " [0.002141, 0.997859, 0. ],\n", + " [0.001398, 0.9986 , 0.000002],\n", + " [0. , 0.000062, 0.999938],\n", + " [0.99808 , 0.001917, 0.000003],\n", + " [0. , 0.000004, 0.999996],\n", + " [0.969283, 0.030717, 0. ],\n", + " [0. , 0.004236, 0.995764],\n", + " [0.001178, 0.998807, 0.000014],\n", + " [0. , 0. , 1. ],\n", + " [0. , 0.014023, 0.985977],\n", + " [0. , 0. , 1. ],\n", + " [0.033577, 0.966423, 0. ],\n", + " [0.99808 , 0.001917, 0.000003],\n", + " [0. , 0.000062, 0.999938],\n", + " [0.099592, 0.900408, 0. ],\n", + " [0.000177, 0.999787, 0.000036],\n", + " [0.997699, 0.002301, 0. ],\n", + " [0.930462, 0.069418, 0.000121],\n", + " [0.00248 , 0.99752 , 0. ],\n", + " [0.00248 , 0.99752 , 0. ],\n", + " [0.238042, 0.760375, 0.001583],\n", + " [0.101768, 0.898232, 0. ],\n", + " [0.029989, 0.970011, 0. ],\n", + " [0.98255 , 0.01745 , 0. ],\n", + " [0. , 0.004285, 0.995715],\n", + " [0.000332, 0.999668, 0. ],\n", + " [0.999328, 0.000672, 0. ],\n", + " [0. , 0.023981, 0.976019],\n", + " [0.997777, 0.002223, 0. ],\n", + " [0.949387, 0.050613, 0. ],\n", + " [0.930462, 0.069418, 0.000121],\n", + " [0.00028 , 0.99972 , 0. ],\n", + " [0. , 0.004236, 0.995764],\n", + " [0. , 0. , 1. ],\n", + " [0.998712, 0.000937, 0.000351],\n", + " [0. , 0.000038, 0.999962],\n", + " [0.000898, 0.99788 , 0.001222],\n", + " [0.91181 , 0.045917, 0.042272],\n", + " [0.984437, 0.015558, 0.000005],\n", + " [0.000003, 0.000326, 0.999672],\n", + " [0.099592, 0.900408, 0. ],\n", + " [0.033577, 0.966423, 0. ],\n", + " [0.969283, 0.030717, 0. ],\n", + " [0.999328, 0.000672, 0. ],\n", + " [0. , 0. , 1. ],\n", + " [0. , 0.008068, 0.991932],\n", + " [0. , 0.000298, 0.999702],\n", + " [0.003572, 0.996428, 0. ],\n", + " [0.997777, 0.002223, 0. ],\n", + " [0. , 0.000002, 0.999998],\n", + " [0.000063, 0.040843, 0.959093],\n", + " [0.947557, 0.052443, 0. ],\n", + " [0.907855, 0.092061, 0.000084],\n", + " [0.00145 , 0.99855 , 0. ],\n", + " [0.101768, 0.898232, 0. ],\n", + " [0. , 0.009143, 0.990857],\n", + " [0.861344, 0.134685, 0.00397 ],\n", + " [0. , 0.004236, 0.995764],\n", + " [0.990975, 0.009025, 0. ],\n", + " [0.870813, 0.129142, 0.000044],\n", + " [0.995587, 0.000049, 0.004364],\n", + " [0. , 0.000298, 0.999702],\n", + " [0.942577, 0.018654, 0.038768],\n", + " [0. , 0.000005, 0.999995],\n", + " [0.000898, 0.99788 , 0.001222],\n", + " [0.99808 , 0.001917, 0.000003],\n", + " [0.099592, 0.900408, 0. ],\n", + " [0.099592, 0.900408, 0. ],\n", + " [0.999979, 0.000021, 0. ],\n", + " [0.995587, 0.000049, 0.004364],\n", + " [0.001398, 0.9986 , 0.000002],\n", + " [0.000003, 0.000326, 0.999672],\n", + " [0.999889, 0.000075, 0.000035],\n", + " [0.861344, 0.134685, 0.00397 ],\n", + " [0.000003, 0.000326, 0.999672],\n", + " [0.969283, 0.030717, 0. ],\n", + " [0.238042, 0.760375, 0.001583],\n", + " [0.000977, 0.999023, 0. ],\n", + " [0.002141, 0.997859, 0. ],\n", + " [0.000005, 0.000077, 0.999918],\n", + " [0.997699, 0.002301, 0. ],\n", + " [0. , 0.004236, 0.995764],\n", + " [0. , 0. , 1. ],\n", + " [0.999425, 0.000575, 0. ],\n", + " [0.974593, 0.025407, 0. ],\n", + " [0.002453, 0.997528, 0.000019],\n", + " [0.84426 , 0.15574 , 0. ],\n", + " [0.000898, 0.99788 , 0.001222],\n", + " [0.949387, 0.050613, 0. ],\n", + " [0. , 0.000032, 0.999968],\n", + " [0.000332, 0.999668, 0. ],\n", + " [0.99808 , 0.001917, 0.000003],\n", + " [0.05124 , 0.948155, 0.000606],\n", + " [0.999889, 0.000075, 0.000035],\n", + " [0. , 0. , 1. ],\n", + " [0.099592, 0.900408, 0. ],\n", + " [0. , 0.000298, 0.999702],\n", + " [0.99808 , 0.001917, 0.000003],\n", + " [0. , 0.000298, 0.999702],\n", + " [0.598003, 0.391491, 0.010506],\n", + " [0.002141, 0.997859, 0. ],\n", + " [0.001321, 0.998655, 0.000024],\n", + " [0.129826, 0.870174, 0. ],\n", + " [0.033577, 0.966423, 0. ],\n", + " [0.101768, 0.898232, 0. ],\n", + " [0.999979, 0.000021, 0. ],\n", + " [0.870813, 0.129142, 0.000044],\n", + " [0.002453, 0.997528, 0.000019],\n", + " [0.129826, 0.870174, 0. ],\n", + " [0. , 0.000032, 0.999968],\n", + " [0. , 0.004285, 0.995715],\n", + " [0. , 0.000004, 0.999996],\n", + " [0. , 0.000345, 0.999655],\n", + " [0.033577, 0.966423, 0. ],\n", + " [0.055579, 0.94417 , 0.000251],\n", + " [0.99922 , 0.00078 , 0. ],\n", + " [0.997699, 0.002301, 0. ],\n", + " [0. , 0.014023, 0.985977],\n", + " [0. , 0.008068, 0.991932],\n", + " [0.998712, 0.000937, 0.000351],\n", + " [0.000637, 0.999363, 0. ],\n", + " [0.001321, 0.998655, 0.000024],\n", + " [0.930462, 0.069418, 0.000121],\n", + " [0.001398, 0.9986 , 0.000002],\n", + " [0.002453, 0.997528, 0.000019],\n", + " [0.05124 , 0.948155, 0.000606],\n", + " [0. , 0. , 1. ],\n", + " [0.001111, 0.998889, 0. ],\n", + " [0. , 0.000203, 0.999797],\n", + " [0.000063, 0.040843, 0.959093],\n", + " [0.930462, 0.069418, 0.000121],\n", + " [0.019763, 0.980237, 0. ],\n", + " [0.033577, 0.966423, 0. ],\n", + " [0.659404, 0.319765, 0.020831],\n", + " [0. , 0. , 1. ],\n", + " [0.999979, 0.000021, 0. ],\n", + " [0. , 0.002178, 0.997822],\n", + " [0. , 0.000085, 0.999915],\n", + " [0.974593, 0.025407, 0. ],\n", + " [0.98255 , 0.01745 , 0. ],\n", + " [0.000308, 0.999692, 0. ],\n", + " [0. , 0. , 1. ],\n", + " [0.974593, 0.025407, 0. ],\n", + " [0.947557, 0.052443, 0. ],\n", + " [0.913746, 0.086254, 0. ],\n", + " [0.015839, 0.984161, 0. ],\n", + " [0.974593, 0.025407, 0. ],\n", + " [0. , 0. , 1. ],\n", + " [0.129826, 0.870174, 0. ],\n", + " [0.000177, 0.999787, 0.000036],\n", + " [0.238042, 0.760375, 0.001583],\n", + " [0.99808 , 0.001917, 0.000003],\n", + " [0. , 0. , 1. ],\n", + " [0.001213, 0.97811 , 0.020677],\n", + " [0. , 0.008068, 0.991932],\n", + " [0.999979, 0.000021, 0. ],\n", + " [0.001398, 0.9986 , 0.000002],\n", + " [0.015839, 0.984161, 0. ],\n", + " [0. , 0.021595, 0.978405],\n", + " [0.002453, 0.997528, 0.000019],\n", + " [0. , 0.000005, 0.999995],\n", + " [0.907855, 0.092061, 0.000084],\n", + " [0.974593, 0.025407, 0. ],\n", + " [0. , 0.000032, 0.999968],\n", + " [0.91181 , 0.045917, 0.042272],\n", + " [0.000898, 0.99788 , 0.001222],\n", + " [0. , 0.002066, 0.997934],\n", + " [0.055579, 0.94417 , 0.000251],\n", + " [0. , 0.014023, 0.985977],\n", + " [0.000029, 0.006112, 0.993859],\n", + " [0. , 0.002178, 0.997822],\n", + " [0. , 0.023981, 0.976019],\n", + " [0.999889, 0.000075, 0.000035],\n", + " [0.000308, 0.999692, 0. ]])" + ] + }, + "execution_count": 423, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "y_prob = classifier.predict_proba(X_test)\n", + "y_prob" + ] + }, + { + "cell_type": "code", + "execution_count": 424, + "id": "08f121e4", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([2, 3, 3, 1, 3, 2, 3, 2, 3, 2, 3, 2, 2, 1, 1, 2, 3, 1, 3, 1, 3, 1,\n", + " 3, 3, 3, 2, 2, 1, 1, 2, 1, 2, 3, 1, 2, 3, 2, 3, 2, 1, 2, 2, 3, 2,\n", + " 3, 3, 1, 3, 3, 2, 2, 2, 2, 3, 2, 3, 3, 3, 1, 3, 3, 1, 3, 1, 3, 1,\n", + " 2, 3, 3, 2, 1, 1, 1, 2, 2, 2, 2, 2, 3, 1, 3, 1, 3, 2, 3, 3, 3, 2,\n", + " 1, 3, 2, 2, 1, 1, 2, 2, 2, 2, 2, 1, 3, 2, 1, 3, 1, 1, 1, 2, 3, 3,\n", + " 1, 3, 2, 1, 1, 3, 2, 2, 1, 1, 3, 3, 3, 2, 1, 3, 3, 1, 1, 2, 2, 3,\n", + " 1, 3, 1, 1, 1, 3, 1, 3, 2, 1, 2, 2, 1, 1, 2, 3, 1, 1, 3, 1, 2, 2,\n", + " 2, 3, 1, 3, 3, 1, 1, 2, 1, 2, 1, 3, 2, 1, 2, 1, 3, 2, 3, 1, 3, 1,\n", + " 2, 2, 2, 2, 2, 1, 1, 2, 2, 3, 3, 3, 3, 2, 2, 1, 1, 3, 3, 1, 2, 2,\n", + " 1, 2, 2, 2, 3, 2, 3, 3, 1, 2, 2, 1, 3, 1, 3, 3, 1, 1, 2, 3, 1, 1,\n", + " 1, 2, 1, 3, 2, 2, 2, 1, 3, 2, 3, 1, 2, 2, 3, 2, 3, 1, 1, 3, 1, 2,\n", + " 3, 2, 3, 3, 3, 3, 1, 2], dtype=int64)" + ] + }, + "execution_count": 424, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "y_pred = classifier.predict(X_test)\n", + "y_pred" + ] + }, + { + "cell_type": "code", + "execution_count": 425, + "id": "c876fff8", + "metadata": {}, + "outputs": [], + "source": [ + "from sklearn.metrics import confusion_matrix\n", + "from sklearn.metrics import accuracy_score\n", + "from mlxtend.plotting import plot_confusion_matrix\n", + "import seaborn as sns\n", + "sns.set()\n" + ] + }, + { + "cell_type": "code", + "execution_count": 426, + "id": "cbb6c719", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Accuracy : 0.992\n" + ] + }, + { + "data": { + "image/png": "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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "cm = confusion_matrix(y_test, y_pred)\n", + "plot_confusion_matrix(cm)\n", + "\n", + "acc = accuracy_score(y_test, y_pred)\n", + "print('Accuracy',':', acc)" + ] + }, + { + "cell_type": "code", + "execution_count": 427, + "id": "e3c2afe8", + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.plotly.v1+json": { + "config": { + "plotlyServerURL": "https://plot.ly" + }, + "data": [ + { + "colorscale": [ + [ + 0, + "rgb(3, 5, 18)" + ], + [ + 0.09090909090909091, + "rgb(25, 25, 51)" + ], + [ + 0.18181818181818182, + "rgb(44, 42, 87)" + ], + [ + 0.2727272727272727, + "rgb(58, 60, 125)" + ], + [ + 0.36363636363636365, + "rgb(62, 83, 160)" + ], + [ + 0.45454545454545453, + "rgb(62, 109, 178)" + ], + [ + 0.5454545454545454, + "rgb(72, 134, 187)" + ], + [ + 0.6363636363636364, + "rgb(89, 159, 196)" + ], + [ + 0.7272727272727273, + "rgb(114, 184, 205)" + ], + [ + 0.8181818181818182, + "rgb(149, 207, 216)" + ], + [ + 0.9090909090909091, + "rgb(192, 229, 232)" + ], + [ + 1, + "rgb(234, 252, 253)" + ] + ], + "reversescale": true, + "showscale": true, + "type": "heatmap", + "x": [ + "pred_1", + "pred_2", + "pred_3" + ], + "y": [ + "true_1", + "true_2", + "true_3" + ], + "z": [ + [ + 0, + 0, + 85 + ], + [ + 2, + 87, + 0 + ], + [ + 76, + 0, + 0 + ] + ] + } + ], + "layout": { + "annotations": [ + { + "font": { + "color": "#000000" + }, + "showarrow": false, + "text": "0", + "x": "pred_1", + "xref": "x", + "y": "true_1", + "yref": "y" + }, + { + "font": { + "color": "#000000" + }, + "showarrow": false, + "text": "0", + "x": "pred_2", + "xref": "x", + "y": "true_1", + "yref": "y" + }, + { + "font": { + "color": "#FFFFFF" + }, + "showarrow": false, + "text": "85", + "x": "pred_3", + "xref": "x", + "y": "true_1", + "yref": "y" + }, + { + "font": { + "color": "#000000" + }, + "showarrow": false, + "text": "2", + "x": "pred_1", + "xref": "x", + "y": "true_2", + "yref": "y" + }, + { + "font": { + "color": "#FFFFFF" + }, + "showarrow": false, + "text": "87", + "x": "pred_2", + "xref": "x", + "y": "true_2", + "yref": "y" + }, + { + "font": { + "color": "#000000" + }, + "showarrow": false, + "text": "0", + "x": "pred_3", + "xref": "x", + "y": "true_2", + "yref": "y" + }, + { + "font": { + "color": "#FFFFFF" + }, + "showarrow": false, + "text": "76", + "x": "pred_1", + "xref": "x", + "y": "true_3", + "yref": "y" + }, + { + "font": { + "color": "#000000" + }, + "showarrow": false, + "text": "0", + "x": "pred_2", + "xref": "x", + "y": "true_3", + "yref": "y" + }, + { + "font": { + "color": "#000000" + }, + "showarrow": false, + "text": "0", + "x": "pred_3", + "xref": "x", + "y": "true_3", + "yref": "y" + } + ], + "font": { + "size": 14 + }, + "height": 400, + "template": { + "data": { + "bar": [ + { + "error_x": { + "color": "#2a3f5f" + }, + "error_y": { + "color": "#2a3f5f" + }, + "marker": { + "line": { + "color": "#E5ECF6", + "width": 0.5 + }, + "pattern": { + "fillmode": "overlay", + "size": 10, + "solidity": 0.2 + } + }, + "type": "bar" + } + ], + "barpolar": [ + { + "marker": { + "line": { + "color": "#E5ECF6", + "width": 0.5 + }, + "pattern": { + "fillmode": "overlay", + "size": 10, + "solidity": 0.2 + } + }, + "type": "barpolar" + } + ], + "carpet": [ + { + "aaxis": { + "endlinecolor": "#2a3f5f", + "gridcolor": "white", + "linecolor": "white", + "minorgridcolor": "white", + "startlinecolor": "#2a3f5f" + }, + "baxis": { + "endlinecolor": "#2a3f5f", + "gridcolor": "white", + "linecolor": "white", + "minorgridcolor": "white", + "startlinecolor": "#2a3f5f" + }, + "type": "carpet" + } + ], + "choropleth": [ + { + "colorbar": { + "outlinewidth": 0, + "ticks": "" + }, + "type": "choropleth" + } + ], + "contour": [ + { + "colorbar": { + "outlinewidth": 0, + "ticks": "" + }, + "colorscale": [ + [ + 0, + "#0d0887" + ], + [ + 0.1111111111111111, + "#46039f" + ], + [ + 0.2222222222222222, + "#7201a8" + ], + [ + 0.3333333333333333, + "#9c179e" + ], + [ + 0.4444444444444444, + "#bd3786" + ], + [ + 0.5555555555555556, + "#d8576b" + ], + [ + 0.6666666666666666, + "#ed7953" + ], + [ + 0.7777777777777778, + "#fb9f3a" + ], + [ + 0.8888888888888888, + "#fdca26" + ], + [ + 1, + "#f0f921" + ] + ], + "type": "contour" + } + ], + "contourcarpet": [ + { + "colorbar": { + "outlinewidth": 0, + "ticks": "" + }, + "type": "contourcarpet" + } + ], + "heatmap": [ + { + "colorbar": { + "outlinewidth": 0, + "ticks": "" + }, + "colorscale": [ + [ + 0, + "#0d0887" + ], + [ + 0.1111111111111111, + "#46039f" + ], + [ + 0.2222222222222222, + "#7201a8" + ], + [ + 0.3333333333333333, + "#9c179e" + ], + [ + 0.4444444444444444, + "#bd3786" + ], + [ + 0.5555555555555556, + "#d8576b" + ], + [ + 0.6666666666666666, + "#ed7953" + ], + [ + 0.7777777777777778, + "#fb9f3a" + ], + [ + 0.8888888888888888, + "#fdca26" + ], + [ + 1, + "#f0f921" + ] + ], + "type": "heatmap" + } + ], + "heatmapgl": [ + { + "colorbar": { + "outlinewidth": 0, + "ticks": "" + }, + "colorscale": [ + [ + 0, + "#0d0887" + ], + [ + 0.1111111111111111, + "#46039f" + ], + [ + 0.2222222222222222, + "#7201a8" + ], + [ + 0.3333333333333333, + "#9c179e" + ], + [ + 0.4444444444444444, + "#bd3786" + ], + [ + 0.5555555555555556, + "#d8576b" + ], + [ + 0.6666666666666666, + "#ed7953" + ], + [ + 0.7777777777777778, + "#fb9f3a" + ], + [ + 0.8888888888888888, + "#fdca26" + ], + [ + 1, + "#f0f921" + ] + ], + "type": "heatmapgl" + } + ], + "histogram": [ + { + "marker": { + "pattern": { + "fillmode": "overlay", + "size": 10, + "solidity": 0.2 + } + }, + "type": "histogram" + } + ], + "histogram2d": [ + { + "colorbar": { + "outlinewidth": 0, + "ticks": "" + }, + "colorscale": [ + [ + 0, + "#0d0887" + ], + [ + 0.1111111111111111, + "#46039f" + ], + [ + 0.2222222222222222, + "#7201a8" + ], + [ + 0.3333333333333333, + "#9c179e" + ], + [ + 0.4444444444444444, + "#bd3786" + ], + [ + 0.5555555555555556, + "#d8576b" + ], + [ + 0.6666666666666666, + "#ed7953" + ], + [ + 0.7777777777777778, + "#fb9f3a" + ], + [ + 0.8888888888888888, + "#fdca26" + ], + [ + 1, + "#f0f921" + ] + ], + "type": "histogram2d" + } + ], + "histogram2dcontour": [ + { + "colorbar": { + "outlinewidth": 0, + "ticks": "" + }, + "colorscale": [ + [ + 0, + "#0d0887" + ], + [ + 0.1111111111111111, + "#46039f" + ], + [ + 0.2222222222222222, + "#7201a8" + ], + [ + 0.3333333333333333, + "#9c179e" + ], + [ + 0.4444444444444444, + "#bd3786" + ], + [ + 0.5555555555555556, + "#d8576b" + ], + [ + 0.6666666666666666, + "#ed7953" + ], + [ + 0.7777777777777778, + "#fb9f3a" + ], + [ + 0.8888888888888888, + "#fdca26" + ], + [ + 1, + "#f0f921" + ] + ], + "type": "histogram2dcontour" + } + ], + "mesh3d": [ + { + "colorbar": { + "outlinewidth": 0, + "ticks": "" + }, + "type": "mesh3d" + } + ], + "parcoords": [ + { + "line": { + "colorbar": { + "outlinewidth": 0, + "ticks": "" + } + }, + "type": "parcoords" + } + ], + "pie": [ + { + "automargin": true, + "type": "pie" + } + ], + "scatter": [ + { + "fillpattern": { + "fillmode": "overlay", + "size": 10, + "solidity": 0.2 + }, + "type": "scatter" + } + ], + "scatter3d": [ + { + "line": { + "colorbar": { + "outlinewidth": 0, + "ticks": "" + } + }, + "marker": { + "colorbar": { + "outlinewidth": 0, + "ticks": "" + } + }, + "type": "scatter3d" + } + ], + "scattercarpet": [ + { + "marker": { + "colorbar": { + "outlinewidth": 0, + "ticks": "" + } + }, + "type": "scattercarpet" + } + ], + "scattergeo": [ + { + "marker": { + "colorbar": { + "outlinewidth": 0, + "ticks": "" + } + }, + "type": "scattergeo" + } + ], + "scattergl": [ + { + "marker": { + "colorbar": { + "outlinewidth": 0, + "ticks": "" + } + }, + "type": "scattergl" + } + ], + "scattermapbox": [ + { + "marker": { + "colorbar": { + "outlinewidth": 0, + "ticks": "" + } + }, + "type": "scattermapbox" + } + ], + "scatterpolar": [ + { + "marker": { + "colorbar": { + "outlinewidth": 0, + "ticks": "" + } + }, + "type": "scatterpolar" + } + ], + "scatterpolargl": [ + { + "marker": { + "colorbar": { + "outlinewidth": 0, + "ticks": "" + } + }, + "type": "scatterpolargl" + } + ], + "scatterternary": [ + { + "marker": { + "colorbar": { + "outlinewidth": 0, + "ticks": "" + } + }, + "type": "scatterternary" + } + ], + "surface": [ + { + "colorbar": { + "outlinewidth": 0, + "ticks": "" + }, + "colorscale": [ + [ + 0, + "#0d0887" + ], + [ + 0.1111111111111111, + "#46039f" + ], + [ + 0.2222222222222222, + "#7201a8" + ], + [ + 0.3333333333333333, + "#9c179e" + ], + [ + 0.4444444444444444, + "#bd3786" + ], + [ + 0.5555555555555556, + "#d8576b" + ], + [ + 0.6666666666666666, + "#ed7953" + ], + [ + 0.7777777777777778, + "#fb9f3a" + ], + [ + 0.8888888888888888, + "#fdca26" + ], + [ + 1, + "#f0f921" + ] + ], + "type": "surface" + } + ], + "table": [ + { + "cells": { + "fill": { + "color": "#EBF0F8" + }, + "line": { + "color": "white" + } + }, + "header": { + "fill": { + "color": "#C8D4E3" + }, + "line": { + "color": "white" + } + }, + "type": "table" + } + ] + }, + "layout": { + "annotationdefaults": { + "arrowcolor": "#2a3f5f", + "arrowhead": 0, + "arrowwidth": 1 + }, + "autotypenumbers": "strict", + "coloraxis": { + "colorbar": { + "outlinewidth": 0, + "ticks": "" + } + }, + "colorscale": { + "diverging": [ + [ + 0, + "#8e0152" + ], + [ + 0.1, + "#c51b7d" + ], + [ + 0.2, + "#de77ae" + ], + [ + 0.3, + "#f1b6da" + ], + [ + 0.4, + "#fde0ef" + ], + [ + 0.5, + "#f7f7f7" + ], + [ + 0.6, + "#e6f5d0" + ], + [ + 0.7, + "#b8e186" + ], + [ + 0.8, + "#7fbc41" + ], + [ + 0.9, + "#4d9221" + ], + [ + 1, + "#276419" + ] + ], + "sequential": [ + [ + 0, + "#0d0887" + ], + [ + 0.1111111111111111, + "#46039f" + ], + [ + 0.2222222222222222, + "#7201a8" + ], + [ + 0.3333333333333333, + "#9c179e" + ], + [ + 0.4444444444444444, + "#bd3786" + ], + [ + 0.5555555555555556, + "#d8576b" + ], + [ + 0.6666666666666666, + "#ed7953" + ], + [ + 0.7777777777777778, + "#fb9f3a" + ], + [ + 0.8888888888888888, + "#fdca26" + ], + [ + 1, + "#f0f921" + ] + ], + "sequentialminus": [ + [ + 0, + "#0d0887" + ], + [ + 0.1111111111111111, + "#46039f" + ], + [ + 0.2222222222222222, + "#7201a8" + ], + [ + 0.3333333333333333, + "#9c179e" + ], + [ + 0.4444444444444444, + "#bd3786" + ], + [ + 0.5555555555555556, + "#d8576b" + ], + [ + 0.6666666666666666, + "#ed7953" + ], + [ + 0.7777777777777778, + "#fb9f3a" + ], + [ + 0.8888888888888888, + "#fdca26" + ], + [ + 1, + "#f0f921" + ] + ] + }, + "colorway": [ + "#636efa", + "#EF553B", + "#00cc96", + "#ab63fa", + "#FFA15A", + "#19d3f3", + "#FF6692", + "#B6E880", + "#FF97FF", + "#FECB52" + ], + "font": { + "color": "#2a3f5f" + }, + "geo": { + "bgcolor": "white", + "lakecolor": "white", + "landcolor": "#E5ECF6", + "showlakes": true, + "showland": true, + "subunitcolor": "white" + }, + "hoverlabel": { + "align": "left" + }, + "hovermode": "closest", + "mapbox": { + "style": "light" + }, + "paper_bgcolor": "white", + "plot_bgcolor": "#E5ECF6", + "polar": { + "angularaxis": { + "gridcolor": "white", + "linecolor": "white", + "ticks": "" + }, + "bgcolor": "#E5ECF6", + "radialaxis": { + "gridcolor": "white", + "linecolor": "white", + "ticks": "" + } + }, + "scene": { + "xaxis": { + "backgroundcolor": "#E5ECF6", + "gridcolor": "white", + "gridwidth": 2, + "linecolor": "white", + "showbackground": true, + "ticks": "", + "zerolinecolor": "white" + }, + "yaxis": { + "backgroundcolor": "#E5ECF6", + "gridcolor": "white", + "gridwidth": 2, + "linecolor": "white", + "showbackground": true, + "ticks": "", + "zerolinecolor": "white" + }, + "zaxis": { + "backgroundcolor": "#E5ECF6", + "gridcolor": "white", + "gridwidth": 2, + "linecolor": "white", + "showbackground": true, + "ticks": "", + "zerolinecolor": "white" + } + }, + "shapedefaults": { + "line": { + "color": "#2a3f5f" + } + }, + "ternary": { + "aaxis": { + "gridcolor": "white", + "linecolor": "white", + "ticks": "" + }, + "baxis": { + "gridcolor": "white", + "linecolor": "white", + "ticks": "" + }, + "bgcolor": "#E5ECF6", + "caxis": { + "gridcolor": "white", + "linecolor": "white", + "ticks": "" + } + }, + "title": { + "x": 0.05 + }, + "xaxis": { + "automargin": true, + "gridcolor": "white", + "linecolor": "white", + "ticks": "", + "title": { + "standoff": 15 + }, + "zerolinecolor": "white", + "zerolinewidth": 2 + }, + "yaxis": { + "automargin": true, + "gridcolor": "white", + "linecolor": "white", + "ticks": "", + "title": { + "standoff": 15 + }, + "zerolinecolor": "white", + "zerolinewidth": 2 + } + } + }, + "title": { + "text": "Confusion Matrix - Accuracy: 0.9920" + }, + "width": 400, + "xaxis": { + "dtick": 1, + "gridcolor": "rgb(0, 0, 0)", + "side": "top", + "ticks": "" + }, + "yaxis": { + "dtick": 1, + "ticks": "", + "ticksuffix": " " + } + } + } + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "def plot_confusion_matrix(cm):\n", + " cm = cm[::-1]\n", + " cm = pd.DataFrame(cm, columns=['pred_1', 'pred_2', 'pred_3'], index=['true_1', 'true_2', 'true_3'])\n", + " fig = ff.create_annotated_heatmap(z = cm.values, x = list(cm.columns), y = list(cm.index), colorscale = 'ice', showscale = True, reversescale = True)\n", + " fig.update_layout(width=400, height=400, title='Confusion Matrix - Accuracy: {:.4f}'.format(acc), font_size=14)\n", + " fig.show()\n", + "plot_confusion_matrix(cm)" + ] + }, + { + "cell_type": "code", + "execution_count": 435, + "id": "a1ffeb65", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " precision recall f1-score support\n", + "\n", + " pred_1 0.97 1.00 0.99 76\n", + " pred_2 1.00 0.98 0.99 89\n", + " pred_3 1.00 1.00 1.00 85\n", + "\n", + " accuracy 0.99 250\n", + " macro avg 0.99 0.99 0.99 250\n", + "weighted avg 0.99 0.99 0.99 250\n", + "\n" + ] + } + ], + "source": [ + "from sklearn.metrics import classification_report\n", + "print(classification_report(y_test, y_pred, target_names=['pred_1', 'pred_2', 'pred_3']))" ] } ],