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as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
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---------------------------------------------------------------------------
TypeError Traceback (most recent call last)
Input In [51], in <cell line: 1>()
----> 1 load('tests.sage')
z jupytera na pliki tekstowe
2022-11-18 15:00:34 +01:00
File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load()
 173
 174 if sage.repl.load.is_loadable_filename(filename):
--> 175 sage.repl.load.load(filename, globals())
 176 return
 177
File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach)
 270 add_attached_file(fpath)
 271 with open(fpath) as f:
--> 272 exec(preparse_file(f.read()) + "\n", globals)
 273 elif ext == '.spyx' or ext == '.pyx':
 274 if attach:
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
File <string>:4, in <module>
z jupytera na pliki tekstowe
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File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load()
 173
 174 if sage.repl.load.is_loadable_filename(filename):
--> 175 sage.repl.load.load(filename, globals())
 176 return
 177
File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach)
 270 add_attached_file(fpath)
 271 with open(fpath) as f:
--> 272 exec(preparse_file(f.read()) + "\n", globals)
 273 elif ext == '.spyx' or ext == '.pyx':
 274 if attach:
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
File <string>:14, in <module>
cohomology of structure sheaf
2022-12-19 14:37:14 +01:00
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
File <string>:24, in group_action_matrices_holo(AS)
z jupytera na pliki tekstowe
2022-11-18 15:00:34 +01:00
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
File <string>:12, in group_action_matrices(space, list_of_group_elements)
z jupytera na pliki tekstowe
2022-11-18 15:00:34 +01:00
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
TypeError: unsupported operand type(s) for +=: 'sage.matrix.matrix_modn_dense_float.Matrix_modn_dense_float' and 'list'
[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lmagmathis(A, B)[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7lt[?7h[?12l[?25h[?25l[?7lr[?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7lx[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7lG[?7h[?12l[?25h[?25l[?7lF[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l3[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l(),[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l0[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l3[?7h[?12l[?25h[?25l[?7l,[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l3[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: matrix(GF(3), 3, 3)
[?7h[?12l[?25h[?2004l[?7h[0 0 0]
[0 0 0]
[0 0 0]
[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAS.fct_field[?7h[?12l[?25h[?25l[?7l[[?7h[?12l[?25h[?25l[?7l1[?7h[?12l[?25h[?25l[?7l,[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l2[?7h[?12l[?25h[?25l[?7l}[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l=[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lmatrix(GF(3), 3, 3)[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAmatrix(GF(3), 3, 3)[?7h[?12l[?25h[?25l[?7l matrix(GF(3), 3, 3)[?7h[?12l[?25h[?25l[?7l=matrix(GF(3), 3, 3)[?7h[?12l[?25h[?25l[?7l matrix(GF(3), 3, 3)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l(())[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lsage: A = matrix(GF(3), 3, 3)
[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lA = matrix(GF(3), 3, 3)[?7h[?12l[?25h[?25l[?7l[[?7h[?12l[?25h[?25l[?7l1[?7h[?12l[?25h[?25l[?7l,[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l2[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[][?7h[?12l[?25h[?25l[?7lsage: A[1, 2]
[?7h[?12l[?25h[?2004l[?7h0
[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lA[1, 2][?7h[?12l[?25h[?25l[?7l[][?7h[?12l[?25h[?25l[?7l=[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l3[?7h[?12l[?25h[?25l[?7lsage: A[1, 2] = 3
[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lA[1, 2] = 3[?7h[?12l[?25h[?25l[?7lsage: A
[?7h[?12l[?25h[?2004l[?7h[0 0 0]
[0 0 0]
[0 0 0]
[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lA[?7h[?12l[?25h[?25l[?7l[1, 2] = 3[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l2[?7h[?12l[?25h[?25l[?7lsage: A[1, 2] = 2
[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lA[1, 2] = 2[?7h[?12l[?25h[?25l[?7lsage: A
[?7h[?12l[?25h[?2004l[?7h[0 0 0]
[0 0 2]
[0 0 0]
[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lA[?7h[?12l[?25h[?25l[?7l[1, 2] = 2[?7h[?12l[?25h[?25l[?7l:[?7h[?12l[?25h[?25l[?7l,[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l2[?7h[?12l[?25h[?25l[?7l[][?7h[?12l[?25h[?25l[?7l[][?7h[?12l[?25h[?25l[?7l=[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lv[?7h[?12l[?25h[?25l[?7le[?7h[?12l[?25h[?25l[?7lc[?7h[?12l[?25h[?25l[?7lt[?7h[?12l[?25h[?25l[?7lo[?7h[?12l[?25h[?25l[?7lr[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l[)[?7h[?12l[?25h[?25l[?7l1)[?7h[?12l[?25h[?25l[?7l,)[?7h[?12l[?25h[?25l[?7l )[?7h[?12l[?25h[?25l[?7l1)[?7h[?12l[?25h[?25l[?7l,)[?7h[?12l[?25h[?25l[?7l )[?7h[?12l[?25h[?25l[?7l1)[?7h[?12l[?25h[?25l[?7l])[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lsage: A[:, 2] = vector([1, 1, 1])
[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lA[:, 2] = vector([1, 1, 1])[?7h[?12l[?25h[?25l[?7lsage: A
[?7h[?12l[?25h[?2004l[?7h[0 0 1]
[0 0 1]
[0 0 1]
[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[1;3S[?7h[?12l[?25h]0;~/Research/2021 De Rham/DeRhamComputation/sage~/Research/2021 De Rham/DeRhamComputation/sage$ ]0;~/Research/2021 De Rham/DeRhamComputation/sage~/Research/2021 De Rham/DeRhamComputation/sage$ sage
┌────────────────────────────────────────────────────────────────────┐
│ SageMath version 9.7, Release Date: 2022-09-19 │
│ Using Python 3.10.5. Type "help()" for help. │
└────────────────────────────────────────────────────────────────────┘
]0;IPython: DeRhamComputation/sage[?2004h[?1l[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('tests.sage')[?7h[?12l[?25h[?25l[?7lo[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7ld[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l'[?7h[?12l[?25h[?25l[?7lini.sage')[?7h[?12l[?25h[?25l[?7ln[?7h[?12l[?25h[?25l[?7l(it.sage')[?7h[?12l[?25h[?25l[?7lsage: load('init.sage')
z jupytera na pliki tekstowe
2022-11-18 15:00:34 +01:00
[?7h[?12l[?25h[?2004l---------------------------------------------------------------------------
NameError Traceback (most recent call last)
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
Input In [1], in <cell line: 1>()
cohomology of structure sheaf
2022-12-19 14:37:14 +01:00
----> 1 load('init.sage')
z jupytera na pliki tekstowe
2022-11-18 15:00:34 +01:00
File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load()
 173
 174 if sage.repl.load.is_loadable_filename(filename):
--> 175 sage.repl.load.load(filename, globals())
 176 return
 177
File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach)
 270 add_attached_file(fpath)
 271 with open(fpath) as f:
--> 272 exec(preparse_file(f.read()) + "\n", globals)
 273 elif ext == '.spyx' or ext == '.pyx':
 274 if attach:
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
File <string>:7, in <module>
z jupytera na pliki tekstowe
2022-11-18 15:00:34 +01:00
File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load()
 173
 174 if sage.repl.load.is_loadable_filename(filename):
--> 175 sage.repl.load.load(filename, globals())
 176 return
 177
File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach)
 270 add_attached_file(fpath)
 271 with open(fpath) as f:
--> 272 exec(preparse_file(f.read()) + "\n", globals)
 273 elif ext == '.spyx' or ext == '.pyx':
 274 if attach:
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
File <string>:2, in <module>
cohomology of structure sheaf
2022-12-19 14:37:14 +01:00
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
File <string>:73, in as_form()
cohomology of structure sheaf
2022-12-19 14:37:14 +01:00
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
NameError: name 'AS' is not defined
cohomology of structure sheaf
2022-12-19 14:37:14 +01:00
[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('init.sage')[?7h[?12l[?25h[?25l[?7lsage: load('init.sage')
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
[?7h[?12l[?25h[?2004l---------------------------------------------------------------------------
NameError Traceback (most recent call last)
Input In [2], in <cell line: 1>()
cohomology of structure sheaf
2022-12-19 14:37:14 +01:00
----> 1 load('init.sage')
z jupytera na pliki tekstowe
2022-11-18 15:00:34 +01:00
File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load()
 173
 174 if sage.repl.load.is_loadable_filename(filename):
--> 175 sage.repl.load.load(filename, globals())
 176 return
 177
File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach)
 270 add_attached_file(fpath)
 271 with open(fpath) as f:
--> 272 exec(preparse_file(f.read()) + "\n", globals)
 273 elif ext == '.spyx' or ext == '.pyx':
 274 if attach:
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
File <string>:7, in <module>
z jupytera na pliki tekstowe
2022-11-18 15:00:34 +01:00
File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load()
 173
 174 if sage.repl.load.is_loadable_filename(filename):
--> 175 sage.repl.load.load(filename, globals())
 176 return
 177
File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach)
 270 add_attached_file(fpath)
 271 with open(fpath) as f:
--> 272 exec(preparse_file(f.read()) + "\n", globals)
 273 elif ext == '.spyx' or ext == '.pyx':
 274 if attach:
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
File <string>:2, in <module>
cohomology of structure sheaf
2022-12-19 14:37:14 +01:00
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
File <string>:73, in as_form()
cohomology of structure sheaf
2022-12-19 14:37:14 +01:00
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
NameError: name 'AS' is not defined
[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('init.sage')[?7h[?12l[?25h[?25l[?7lsage: load('init.sage')
[?7h[?12l[?25h[?2004l---------------------------------------------------------------------------
NameError Traceback (most recent call last)
Input In [3], in <cell line: 1>()
cohomology of structure sheaf
2022-12-19 14:37:14 +01:00
----> 1 load('init.sage')
z jupytera na pliki tekstowe
2022-11-18 15:00:34 +01:00
File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load()
 173
 174 if sage.repl.load.is_loadable_filename(filename):
--> 175 sage.repl.load.load(filename, globals())
 176 return
 177
File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach)
 270 add_attached_file(fpath)
 271 with open(fpath) as f:
--> 272 exec(preparse_file(f.read()) + "\n", globals)
 273 elif ext == '.spyx' or ext == '.pyx':
 274 if attach:
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
File <string>:7, in <module>
z jupytera na pliki tekstowe
2022-11-18 15:00:34 +01:00
File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load()
 173
 174 if sage.repl.load.is_loadable_filename(filename):
--> 175 sage.repl.load.load(filename, globals())
 176 return
 177
File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach)
 270 add_attached_file(fpath)
 271 with open(fpath) as f:
--> 272 exec(preparse_file(f.read()) + "\n", globals)
 273 elif ext == '.spyx' or ext == '.pyx':
 274 if attach:
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
File <string>:2, in <module>
cohomology of structure sheaf
2022-12-19 14:37:14 +01:00
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
File <string>:73, in as_form()
cohomology of structure sheaf
2022-12-19 14:37:14 +01:00
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
NameError: name 'self' is not defined
[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('init.sage')[?7h[?12l[?25h[?25l[?7lsage: load('init.sage')
[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('init.sage')[?7h[?12l[?25h[?25l[?7lo[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7ld[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l'[?7h[?12l[?25h[?25l[?7ltess.sage')[?7h[?12l[?25h[?25l[?7le[?7h[?12l[?25h[?25l[?7l(sts.sage')[?7h[?12l[?25h[?25l[?7lsage: load('tests.sage')
[?7h[?12l[?25h[?2004l---------------------------------------------------------------------------
AttributeError Traceback (most recent call last)
Input In [5], in <cell line: 1>()
----> 1 load('tests.sage')
z jupytera na pliki tekstowe
2022-11-18 15:00:34 +01:00
File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load()
 173
 174 if sage.repl.load.is_loadable_filename(filename):
--> 175 sage.repl.load.load(filename, globals())
 176 return
 177
File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach)
 270 add_attached_file(fpath)
 271 with open(fpath) as f:
--> 272 exec(preparse_file(f.read()) + "\n", globals)
 273 elif ext == '.spyx' or ext == '.pyx':
 274 if attach:
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
File <string>:4, in <module>
z jupytera na pliki tekstowe
2022-11-18 15:00:34 +01:00
File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load()
 173
 174 if sage.repl.load.is_loadable_filename(filename):
--> 175 sage.repl.load.load(filename, globals())
 176 return
 177
File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach)
 270 add_attached_file(fpath)
 271 with open(fpath) as f:
--> 272 exec(preparse_file(f.read()) + "\n", globals)
 273 elif ext == '.spyx' or ext == '.pyx':
 274 if attach:
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
File <string>:14, in <module>
cohomology of structure sheaf
2022-12-19 14:37:14 +01:00
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
File <string>:21, in group_action_matrices_holo(AS)
cohomology of structure sheaf
2022-12-19 14:37:14 +01:00
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
File <string>:10, in group_action_matrices(space, list_of_group_elements)
cohomology of structure sheaf
2022-12-19 14:37:14 +01:00
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
File <string>:77, in coordinates(self, basis)
cohomology of structure sheaf
2022-12-19 14:37:14 +01:00
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
AttributeError: 'as_form' object has no attribute 'holomorphic_differentials_basis'
[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('tests.sage')[?7h[?12l[?25h[?25l[?7lini.sage')[?7h[?12l[?25h[?25l[?7lsage: load('init.sage')
[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('init.sage')[?7h[?12l[?25h[?25l[?7ltess.sage')[?7h[?12l[?25h[?25l[?7lsage: load('tests.sage')
[?7h[?12l[?25h[?2004l---------------------------------------------------------------------------
TypeError Traceback (most recent call last)
Input In [7], in <cell line: 1>()
----> 1 load('tests.sage')
cohomology of structure sheaf
2022-12-19 14:37:14 +01:00
File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load()
 173
z jupytera na pliki tekstowe
2022-11-18 15:00:34 +01:00
 174 if sage.repl.load.is_loadable_filename(filename):
--> 175 sage.repl.load.load(filename, globals())
 176 return
 177
File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach)
 270 add_attached_file(fpath)
 271 with open(fpath) as f:
--> 272 exec(preparse_file(f.read()) + "\n", globals)
 273 elif ext == '.spyx' or ext == '.pyx':
 274 if attach:
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
File <string>:4, in <module>
z jupytera na pliki tekstowe
2022-11-18 15:00:34 +01:00
File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load()
 173
 174 if sage.repl.load.is_loadable_filename(filename):
--> 175 sage.repl.load.load(filename, globals())
 176 return
 177
File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach)
 270 add_attached_file(fpath)
 271 with open(fpath) as f:
--> 272 exec(preparse_file(f.read()) + "\n", globals)
 273 elif ext == '.spyx' or ext == '.pyx':
 274 if attach:
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
File <string>:14, in <module>
cohomology of structure sheaf
2022-12-19 14:37:14 +01:00
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
File <string>:21, in group_action_matrices_holo(AS)
cohomology of structure sheaf
2022-12-19 14:37:14 +01:00
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
File <string>:11, in group_action_matrices(space, list_of_group_elements)
cohomology of structure sheaf
2022-12-19 14:37:14 +01:00
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
TypeError: list indices must be integers or slices, not tuple
[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('tests.sage')[?7h[?12l[?25h[?25l[?7lini.sage')[?7h[?12l[?25h[?25l[?7lsage: load('init.sage')
[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('init.sage')[?7h[?12l[?25h[?25l[?7ltess.sage')[?7h[?12l[?25h[?25l[?7lsage: load('tests.sage')
[?7h[?12l[?25h[?2004l---------------------------------------------------------------------------
IndexError Traceback (most recent call last)
Input In [9], in <cell line: 1>()
----> 1 load('tests.sage')
z jupytera na pliki tekstowe
2022-11-18 15:00:34 +01:00
File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load()
 173
 174 if sage.repl.load.is_loadable_filename(filename):
--> 175 sage.repl.load.load(filename, globals())
 176 return
 177
File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach)
 270 add_attached_file(fpath)
 271 with open(fpath) as f:
--> 272 exec(preparse_file(f.read()) + "\n", globals)
 273 elif ext == '.spyx' or ext == '.pyx':
 274 if attach:
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
File <string>:4, in <module>
z jupytera na pliki tekstowe
2022-11-18 15:00:34 +01:00
File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load()
 173
 174 if sage.repl.load.is_loadable_filename(filename):
--> 175 sage.repl.load.load(filename, globals())
 176 return
 177
File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach)
 270 add_attached_file(fpath)
 271 with open(fpath) as f:
--> 272 exec(preparse_file(f.read()) + "\n", globals)
 273 elif ext == '.spyx' or ext == '.pyx':
 274 if attach:
cohomology of structure sheaf
2022-12-19 14:37:14 +01:00
File <string>:14, in <module>
z jupytera na pliki tekstowe
2022-11-18 15:00:34 +01:00
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
File <string>:21, in group_action_matrices_holo(AS)
z jupytera na pliki tekstowe
2022-11-18 15:00:34 +01:00
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
File <string>:11, in group_action_matrices(space, list_of_group_elements)
cohomology of structure sheaf
2022-12-19 14:37:14 +01:00
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
IndexError: list index out of range
[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('tests.sage')[?7h[?12l[?25h[?25l[?7lini.sage')[?7h[?12l[?25h[?25l[?7lsage: load('init.sage')
[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('init.sage')[?7h[?12l[?25h[?25l[?7ltess.sage')[?7h[?12l[?25h[?25l[?7lsage: load('tests.sage')
[?7h[?12l[?25h[?2004l]0;~/Research/2021 De Rham/DeRhamComputation/sage~/Research/2021 De Rham/DeRhamComputation/sage$ ]0;~/Research/2021 De Rham/DeRhamComputation/sage~/Research/2021 De Rham/DeRhamComputation/sage$ sage
┌────────────────────────────────────────────────────────────────────┐
│ SageMath version 9.7, Release Date: 2022-09-19 │
│ Using Python 3.10.5. Type "help()" for help. │
└────────────────────────────────────────────────────────────────────┘
]0;IPython: DeRhamComputation/sage[?2004h[?1l[?25l[?7lsage: [?7h[?12l[?25h[?7h[?2004lWARNING: your terminal doesn't support cursor position requests (CPR).
[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('tests.sage')[?7h[?12l[?25h[?25l[?7lini.sage')[?7h[?12l[?25h[?25l[?7lsage: load('init.sage')
[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('init.sage')[?7h[?12l[?25h[?25l[?7ltess.sage')[?7h[?12l[?25h[?25l[?7lsage: load('tests.sage')
[?7h[?12l[?25h[?2004l^C^C
KeyboardInterrupt
cohomology of structure sheaf
2022-12-19 14:37:14 +01:00
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('tests.sage')[?7h[?12l[?25h[?25l[?7lsage: load('tests.sage')
[?7h[?12l[?25h[?2004l^C^C
KeyboardInterrupt
cohomology of structure sheaf
2022-12-19 14:37:14 +01:00
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('tests.sage')[?7h[?12l[?25h[?25l[?7lini.sage')[?7h[?12l[?25h[?25l[?7lsage: load('init.sage')
[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('init.sage')[?7h[?12l[?25h[?25l[?7ltess.sage')[?7h[?12l[?25h[?25l[?7lsage: load('tests.sage')
[?7h[?12l[?25h[?2004l0 0 [1, 0] (1) * dx
0 1 [1, 0] (z1) * dx
0 2 [1, 0] (z1^2) * dx
0 3 [1, 0] (z1^3) * dx
0 4 [1, 0] ((-3*x^2*z0^5*z1 - 2*x^2*z0^5 + 2*x^3*z0^3*z1 + 2*x^3*z0^3 + 3*x^4*z0*z1 + 3*x^2*y*z0^2*z1 - 3*x^4*z0 + 2*x^3*y*z1 + y*z1^4 + 3*x^3*y)/y) * dx
0 5 [1, 0] ((x^2*z0^5*z1 - x^2*z0^5 - 3*x^3*z0^3*z1 - x*z0*z1^5 + x^3*z0^3 - x^4*z0*z1 - x^2*y*z0^2*z1 + y*z1^5 + 2*x^4*z0 - 3*x^3*y*z1 - 2*x^3*y)/y) * dx
0 6 [1, 0] ((-3*z0^3*z1^6 - 3*x^2*z0^5*z1 + 2*x*z0*z1^6 - 3*x^2*z0^5 + 2*x^3*z0^3*z1 + y*z1^6 + 3*x^3*z0^3 + 3*x^4*z0*z1 + 3*x^2*y*z0^2*z1 - x^4*z0 + 2*x^3*y*z1 + x^3*y)/y) * dx
0 7 [1, 0] (z0) * dx
0 8 [1, 0] (z0*z1) * dx
0 9 [1, 0] (z0*z1^2) * dx
0 10 [1, 0] ((-x^2*z1^3 + y*z0*z1^3)/y) * dx
0 11 [1, 0] ((3*x^2*z0^6*z1 + 2*x^2*z0^6 - 3*x^3*z0^4*z1 - 3*x^3*z0^4 - 2*x^4*z0^2*z1 + x^2*y*z0^3*z1 + 2*x^4*z0^2 - x^5*z1 + 2*x^3*y*z0*z1 - x^2*z1^4 + y*z0*z1^4 + 3*x^5 + 3*x^3*y*z0 - x^2*z1^3)/y) * dx
0 12 [1, 0] ((-x^2*z0^6*z1 + x^2*z0^6 + x^3*z0^4*z1 + 3*x*z0^2*z1^5 + 2*x^3*z0^4 + 3*x^4*z0^2*z1 + 2*x^2*y*z0^3*z1 + 3*x^2*z1^5 + y*z0*z1^5 + x^4*z0^2 - 2*x^5*z1 - 3*x^3*y*z0*z1 - 2*x^5 - 2*x^3*y*z0 + x^2*z1^3)/y) * dx
0 13 [1, 0] ((z0^4*z1^6 + 3*x^2*z0^6*z1 + x*z0^2*z1^6 + 3*x^2*z0^6 - 3*x^3*z0^4*z1 - 3*x^2*z1^6 + y*z0*z1^6 - x^3*z0^4 - 2*x^4*z0^2*z1 + x^2*y*z0^3*z1 + 3*x^4*z0^2 - x^5*z1 + 2*x^3*y*z0*z1 + x^5 + x^3*y*z0 + x^2*z1^3)/y) * dx
0 14 [1, 0] (z0^2) * dx
0 15 [1, 0] (z0^2*z1) * dx
0 16 [1, 0] ((-x^2*z0*z1^2 + y*z0^2*z1^2)/y) * dx
0 17 [1, 0] ((3*x*z0^3*z1^3 + 3*x^2*z0*z1^3 + y*z0^2*z1^3)/y) * dx
0 18 [1, 0] ((-3*x^3*z0^5*z1 - 3*x*y*z0^6*z1 + 3*x^3*z0^5 - 3*x^4*z0^3*z1 - 3*x^2*y*z0^4*z1 + 3*x*z0^3*z1^4 + 2*x^4*z0^3 - x^2*y*z0^4 - 3*x^5*z0*z1 - 3*x^3*y*z0^2*z1 - 3*x*z0^3*z1^3 + 3*x^2*z0*z1^4 + y*z0^2*z1^4 + x^5*z0 - 2*x^3*y*z0^2 - 3*x^4*y*z1 + 3*x^2*z0*z1^3 - 3*x^4*y + x^2*z0*z1^2)/y) * dx
0 19 [1, 0] ((-2*x^3*z0^5*z1 - 2*x*y*z0^6*z1 + 2*x*z0^3*z1^5 - 3*x^3*z0^5 - 2*x^4*z0^3*z1 - 2*x^2*y*z0^4*z1 - x^2*z0*z1^5 + y*z0^2*z1^5 - 2*x^4*z0^3 + x^2*y*z0^4 - 2*x^5*z0*z1 - 2*x^3*y*z0^2*z1 + x*z0^3*z1^3 - 2*x*y*z1^5 - x^5*z0 + 2*x^3*y*z0^2 - 2*x^4*y*z1 - x^2*z0*z1^3 + 3*x^4*y - 2*x^2*z0*z1^2)/y) * dx
0 20 [1, 0] ((-z0^5*z1^6 + 3*x*z0^3*z1^6 - x^3*z0^5*z1 - x*y*z0^6*z1 + x^2*z0*z1^6 + y*z0^2*z1^6 - 2*x^3*z0^5 - x^4*z0^3*z1 - x^2*y*z0^4*z1 + 3*x*y*z1^6 + x^4*z0^3 + 3*x^2*y*z0^4 - x^5*z0*z1 - x^3*y*z0^2*z1 + x*z0^3*z1^3 - 3*x^5*z0 - x^3*y*z0^2 - x^4*y*z1 - x^2*z0*z1^3 + 2*x^4*y + 3*x^2*z0*z1^2)/y) * dx
0 21 [1, 0] (z0^3) * dx
0 22 [1, 0] ((y*z0^3*z1 - x^3*z1)/y) * dx
0 23 [1, 0] ((2*x^2*z0^2*z1^2 + y*z0^3*z1^2 - 3*x^3*z1^2)/y) * dx
0 24 [1, 0] ((-3*x*z0^4*z1^3 + x^2*z0^2*z1^3 + y*z0^3*z1^3 + x^3*z1^3)/y) * dx
0 25 [1, 0] ((-2*x*z0^4*z1^4 + 2*x^2*z0^2*z1^4 + y*z0^3*z1^4 - 2*x^3*z1^4 + x*y*z0*z1^4)/y) * dx
0 26 [1, 0] ((-2*x*z0^4*z1^5 + x^3*z0^6 + 3*x*z0^4*z1^4 + 2*x^2*z0^2*z1^5 + y*z0^3*z1^5 + x^4*z0^4 + x^2*y*z0^5 - 3*x*z0^4*z1^3 + 3*x^2*z0^2*z1^4 - 2*x^3*z1^5 + x*y*z0*z1^5 + x^5*z0^2 + x^3*y*z0^3 - x^2*z0^2*z1^3 - 2*x^3*z1^4 + 3*x*y*z0*z1^4 + x^6 + x^4*y*z0 + 3*x^2*z0^2*z1^2 - 3*x^3*z1^3 - 3*x^3*z1^2 + 2*x^3*z1)/y) * dx
0 27 [1, 0] ((3*z0^6*z1^6 - 3*x*z0^4*z1^6 - 2*x^2*z0^2*z1^6 + y*z0^3*z1^6 + 2*x^3*z0^6 - 2*x*z0^4*z1^4 - x^3*z1^6 + 2*x*y*z0*z1^6 + 2*x^4*z0^4 + 2*x^2*y*z0^5 - 2*x*z0^4*z1^3 - 2*x^2*z0^2*z1^4 + 2*x^5*z0^2 + 2*x^3*y*z0^3 - 3*x^2*z0^2*z1^3 - x^3*z1^4 - 2*x*y*z0*z1^4 + 2*x^6 + 2*x^4*y*z0 - 3*x^2*z0^2*z1^2 - 2*x^3*z1^3 + 3*x^3*z1^2 + 3*x^3*z1)/y) * dx
0 28 [1, 0] ((y*z0^4 - x^3*z0)/y) * dx
0 29 [1, 0] ((2*x^2*z0^3*z1 + y*z0^4*z1 - 3*x^3*z0*z1)/y) * dx
0 30 [1, 0] ((-2*x^2*z0^3*z1^2 + y*z0^4*z1^2 + 2*x^3*z0*z1^2 - x^2*y*z1^2)/y) * dx
0 31 [1, 0] ((-x*z0^5*z1^3 - x^2*z0^3*z1^3 + y*z0^4*z1^3 - 3*x^3*z0*z1^3 - 3*x^2*y*z1^3)/y) * dx
0 32 [1, 0] ((-3*x*z0^5*z1^4 - 2*x^2*z0^3*z1^4 + y*z0^4*z1^4 - x^3*z0*z1^4 + 2*x*y*z0^2*z1^4 + 3*x^2*y*z1^4)/y) * dx
0 33 [1, 0] ((-x^2*z0^4 + y*z0^5 + 3*x^3*z0^2 - 3*x^4)/y) * dx
0 34 [1, 0] ((-x^2*z0^4*z1 + y*z0^5*z1 + x^2*z0^4 + 3*x^3*z0^2*z1 - 2*x^3*z0^2 - 3*x^4*z1 + x^4)/y) * dx
0 35 [1, 0] ((x^2*z0^4*z1^2 + y*z0^5*z1^2 - 2*x^3*z0^2*z1^2 - 3*x^2*z0^4 - 2*x^4*z1^2 + 2*x^2*y*z0*z1^2 - x^3*z0^2 - 3*x^4)/y) * dx
0 36 [1, 0] ((-2*x*z0^6*z1^3 - 3*x^2*z0^4*z1^3 + y*z0^5*z1^3 + 3*x^3*z0^2*z1^3 + 2*x^4*z1^3 - x^2*y*z0*z1^3 + x^2*z0^4 - 2*x^3*z0^2 + x^4)/y) * dx
0 37 [1, 0] ((x*z0^6*z1^4 + x^2*z0^4*z1^4 + y*z0^5*z1^4 + x^3*z0^2*z1^4 + x*y*z0^3*z1^4 + x^4*z1^4 + x^2*y*z0*z1^4 - x^2*z0^4 + 2*x^3*z0^2 - x^4)/y) * dx
0 38 [1, 0] ((3*x^2*z0^5 + y*z0^6 - x^3*z0^3 + 3*x^4*z0 + x^3*y)/y) * dx
0 39 [1, 0] ((-3*x^2*z0^5*z1 + y*z0^6*z1 + 3*x^3*z0^3*z1 + 2*x^4*z0*z1 - x^2*y*z0^2*z1 - 2*x^3*y*z1)/y) * dx
0 40 [1, 0] ((-3*x^2*z0^5*z1^2 + y*z0^6*z1^2 - 2*x^2*z0^5*z1 + 3*x^3*z0^3*z1^2 + 3*x^2*z0^5 - x^3*z0^3*z1 + 2*x^4*z0*z1^2 - x^2*y*z0^2*z1^2 - 3*x^3*z0^3 + 2*x^4*z0*z1 + 2*x^2*y*z0^2*z1 - 2*x^3*y*z1^2 + x^4*z0 - x^3*y*z1 - x^3*y)/y) * dx
0 41 [1, 0] ((x^2*z0^5*z1^3 + y*z0^6*z1^3 + x^3*z0^3*z1^3 + x*y*z0^4*z1^3 + 3*x^2*z0^5*z1 + x^4*z0*z1^3 + x^2*y*z0^2*z1^3 + x^2*z0^5 - 2*x^3*z0^3*z1 + x^3*y*z1^3 - x^3*z0^3 - 3*x^4*z0*z1 - 3*x^2*y*z0^2*z1 - 2*x^4*z0 - 2*x^3*y*z1 + 2*x^3*y)/y) * dx
0 42 [1, 0] (1/y) * dx
0 43 [1, 0] (z1/y) * dx
0 44 [1, 0] (z1^2/y) * dx
0 45 [1, 0] (z1^3/y) * dx
0 46 [1, 0] (z1^4/y) * dx
0 47 [1, 0] (z1^5/y) * dx
0 48 [1, 0] (z1^6/y) * dx
0 49 [1, 0] (z0/y) * dx
0 50 [1, 0] (z0*z1/y) * dx
0 51 [1, 0] (z0*z1^2/y) * dx
0 52 [1, 0] (z0*z1^3/y) * dx
0 53 [1, 0] (z0*z1^4/y) * dx
0 54 [1, 0] (z0*z1^5/y) * dx
0 55 [1, 0] (z0*z1^6/y) * dx
0 56 [1, 0] (z0^2/y) * dx
0 57 [1, 0] (z0^2*z1/y) * dx
0 58 [1, 0] (z0^2*z1^2/y) * dx
0 59 [1, 0] (z0^2*z1^3/y) * dx
0 60 [1, 0] (z0^2*z1^4/y) * dx
0 61 [1, 0] ((z0^2*z1^5 - x^2*z0^4 + 2*x^3*z0^2 - x^4)/y) * dx
0 62 [1, 0] ((z0^2*z1^6 - x*z1^6 - x^2*z0^4 + 2*x^3*z0^2 - x^4)/y) * dx
0 63 [1, 0] (z0^3/y) * dx
0 64 [1, 0] (z0^3*z1/y) * dx
0 65 [1, 0] (z0^3*z1^2/y) * dx
0 66 [1, 0] (z0^3*z1^3/y) * dx
0 67 [1, 0] ((-3*x^2*z0^5*z1 - 2*x^2*z0^5 + 2*x^3*z0^3*z1 + z0^3*z1^4 + 2*x^3*z0^3 + 3*x^4*z0*z1 + 3*x^2*y*z0^2*z1 - 3*x^4*z0 + 2*x^3*y*z1 + 3*x^3*y)/y) * dx
0 68 [1, 0] ((-2*x^2*z0^5*z1 + z0^3*z1^5 + 2*x^2*z0^5 - x^3*z0^3*z1 - x*z0*z1^5 - 2*x^3*z0^3 + 2*x^4*z0*z1 + 2*x^2*y*z0^2*z1 + 3*x^4*z0 - x^3*y*z1 - 3*x^3*y)/y) * dx
0 69 [1, 0] (z0^4/y) * dx
0 70 [1, 0] (z0^4*z1/y) * dx
0 71 [1, 0] (z0^4*z1^2/y) * dx
0 72 [1, 0] ((z0^4*z1^3 - x^2*z1^3)/y) * dx
0 73 [1, 0] ((-2*x^2*z0^6*z1 + x^2*z0^6 + 2*x^3*z0^4*z1 + z0^4*z1^4 + 2*x^3*z0^4 - x^4*z0^2*z1 - 3*x^2*y*z0^3*z1 + x^4*z0^2 + 3*x^5*z1 + x^3*y*z0*z1 - x^2*z1^4 - 2*x^5 - 2*x^3*y*z0 + 3*x^2*z1^3)/y) * dx
0 74 [1, 0] ((x^2*z0^6*z1 + z0^4*z1^5 - x^2*z0^6 - x^3*z0^4*z1 - 2*x*z0^2*z1^5 - 2*x^3*z0^4 - 3*x^4*z0^2*z1 - 2*x^2*y*z0^3*z1 + x^2*z1^5 - x^4*z0^2 + 2*x^5*z1 + 3*x^3*y*z0*z1 + 2*x^5 + 2*x^3*y*z0 - x^2*z1^3)/y) * dx
0 75 [1, 0] (z0^5/y) * dx
0 76 [1, 0] (z0^5*z1/y) * dx
0 77 [1, 0] ((z0^5*z1^2 - x^2*z0*z1^2)/y) * dx
0 78 [1, 0] ((z0^5*z1^3 - 2*x*z0^3*z1^3 + x^2*z0*z1^3)/y) * dx
0 79 [1, 0] ((3*x^3*z0^5*z1 + 3*x*y*z0^6*z1 + z0^5*z1^4 - 3*x^3*z0^5 + 3*x^4*z0^3*z1 + 3*x^2*y*z0^4*z1 - 2*x*z0^3*z1^4 - 2*x^4*z0^3 + x^2*y*z0^4 + 3*x^5*z0*z1 + 3*x^3*y*z0^2*z1 + 3*x*z0^3*z1^3 + x^2*z0*z1^4 - x^5*z0 + 2*x^3*y*z0^2 + 3*x^4*y*z1 - 3*x^2*z0*z1^3 + 3*x^4*y - x^2*z0*z1^2)/y) * dx
0 80 [1, 0] ((z0^5*z1^5 - 2*x^3*z0^5*z1 - 2*x*y*z0^6*z1 - x*z0^3*z1^5 - 3*x^3*z0^5 - 2*x^4*z0^3*z1 - 2*x^2*y*z0^4*z1 - 2*x^2*z0*z1^5 - 2*x^4*z0^3 + x^2*y*z0^4 - 2*x^5*z0*z1 - 2*x^3*y*z0^2*z1 + x*z0^3*z1^3 + 2*x*y*z1^5 - x^5*z0 + 2*x^3*y*z0^2 - 2*x^4*y*z1 - x^2*z0*z1^3 + 3*x^4*y - 2*x^2*z0*z1^2)/y) * dx
0 81 [1, 0] (z0^6/y) * dx
0 82 [1, 0] ((z0^6*z1 - x^3*z1)/y) * dx
0 83 [1, 0] ((z0^6*z1^2 - 3*x^2*z0^2*z1^2 + 2*x^3*z1^2)/y) * dx
0 84 [1, 0] ((z0^6*z1^3 - 3*x*z0^4*z1^3 + 3*x^2*z0^2*z1^3 - x^3*z1^3)/y) * dx
0 85 [1, 0] ((z0^6*z1^4 + 2*x*z0^4*z1^4 + x^2*z0^2*z1^4 - 2*x^3*z1^4 - 2*x*y*z0*z1^4)/y) * dx
0 86 [1, 0] ((z0^6*z1^5 + 2*x*z0^4*z1^5 + 2*x^3*z0^6 - x*z0^4*z1^4 + x^2*z0^2*z1^5 + 2*x^4*z0^4 + 2*x^2*y*z0^5 + x*z0^4*z1^3 - x^2*z0^2*z1^4 - 2*x^3*z1^5 - 2*x*y*z0*z1^5 + 2*x^5*z0^2 + 2*x^3*y*z0^3 - 2*x^2*z0^2*z1^3 + 3*x^3*z1^4 - x*y*z0*z1^4 + 2*x^6 + 2*x^4*y*z0 - x^2*z0^2*z1^2 + x^3*z1^3 + x^3*z1^2 - 3*x^3*z1)/y) * dx
0 87 [1, 0] (x) * dx
0 88 [1, 0] (x*z1) * dx
0 89 [1, 0] ((-x^2*z0*z1^2 + x*y*z1^2)/y) * dx
0 90 [1, 0] ((-3*x*z0^3*z1^3 + 2*x^2*z0*z1^3 + x*y*z1^3)/y) * dx
0 91 [1, 0] ((2*x^3*z0^5*z1 + 2*x*y*z0^6*z1 - 2*x^3*z0^5 + 2*x^4*z0^3*z1 + 2*x^2*y*z0^4*z1 - 3*x*z0^3*z1^4 + x^4*z0^3 + 3*x^2*y*z0^4 + 2*x^5*z0*z1 + 2*x^3*y*z0^2*z1 + 2*x*z0^3*z1^3 + 2*x^2*z0*z1^4 - 3*x^5*z0 - x^3*y*z0^2 + 2*x^4*y*z1 - 2*x^2*z0*z1^3 + x*y*z1^4 + 2*x^4*y - 3*x^2*z0*z1^2)/y) * dx
0 92 [1, 0] (x*z0) * dx
0 93 [1, 0] ((-x^3*z1 + x*y*z0*z1)/y) * dx
0 94 [1, 0] ((3*x^2*z0^2*z1^2 + 3*x^3*z1^2 + x*y*z0*z1^2)/y) * dx
0 95 [1, 0] ((x*z0^4*z1^3 + x^2*z0^2*z1^3 - 3*x^3*z1^3 + x*y*z0*z1^3)/y) * dx
0 96 [1, 0] ((-x^3*z0 + x*y*z0^2)/y) * dx
0 97 [1, 0] ((3*x^2*z0^3*z1 + 3*x^3*z0*z1 + x*y*z0^2*z1)/y) * dx
0 98 [1, 0] ((2*x^2*z0^3*z1^2 - x^3*z0*z1^2 + x*y*z0^2*z1^2 - 2*x^2*y*z1^2)/y) * dx
0 99 [1, 0] ((-x*z0^5*z1^3 + 3*x^2*z0^3*z1^3 + x^3*z0*z1^3 + x*y*z0^2*z1^3 + 3*x^2*y*z1^3)/y) * dx
0 100 [1, 0] ((-3*x^2*z0^4 + x^3*z0^2 + x*y*z0^3 + x^4)/y) * dx
0 101 [1, 0] ((-3*x^2*z0^4*z1 - 3*x^2*z0^4 + x^3*z0^2*z1 + x*y*z0^3*z1 - x^3*z0^2 + x^4*z1 - 3*x^4)/y) * dx
0 102 [1, 0] ((-2*x^2*z0^4*z1^2 + 2*x^3*z0^2*z1^2 + x*y*z0^3*z1^2 + x^2*z0^4 - 2*x^4*z1^2 + x^2*y*z0*z1^2 - 2*x^3*z0^2 + x^4)/y) * dx
0 103 [1, 0] ((3*x*z0^6*z1^3 - 3*x^2*z0^4*z1^3 - 2*x^3*z0^2*z1^3 + x*y*z0^3*z1^3 - x^4*z1^3 + 2*x^2*y*z0*z1^3 - x^2*z0^4 + 2*x^3*z0^2 - x^4)/y) * dx
0 104 [1, 0] ((-x^2*z0^5 - x^3*z0^3 + x*y*z0^4 - 3*x^4*z0 - 3*x^3*y)/y) * dx
0 105 [1, 0] ((-3*x^2*z0^5*z1 - 2*x^3*z0^3*z1 + x*y*z0^4*z1 - x^4*z0*z1 + 2*x^2*y*z0^2*z1 + 3*x^3*y*z1)/y) * dx
0 106 [1, 0] ((-3*x^2*z0^5*z1^2 + 2*x^2*z0^5*z1 - 2*x^3*z0^3*z1^2 + x*y*z0^4*z1^2 - 3*x^2*z0^5 + x^3*z0^3*z1 - x^4*z0*z1^2 + 2*x^2*y*z0^2*z1^2 + 3*x^3*z0^3 - 2*x^4*z0*z1 - 2*x^2*y*z0^2*z1 + 3*x^3*y*z1^2 - x^4*z0 + x^3*y*z1 + x^3*y)/y) * dx
0 107 [1, 0] ((-2*x^2*z0^6 - 3*x^3*z0^4 + x*y*z0^5 + 3*x^4*z0^2 + 2*x^5 - x^3*y*z0)/y) * dx
0 108 [1, 0] ((x^2*z0^6*z1 + x^3*z0^4*z1 + x*y*z0^5*z1 + x^4*z0^2*z1 + x^2*y*z0^3*z1 + x^5*z1 + x^3*y*z0*z1)/y) * dx
0 109 [1, 0] ((x^2*z0^6*z1^2 - 3*x^2*z0^6*z1 + x^3*z0^4*z1^2 + x*y*z0^5*z1^2 + x^2*z0^6 + 3*x^3*z0^4*z1 + x^4*z0^2*z1^2 + x^2*y*z0^3*z1^2 + 2*x^3*z0^4 + 2*x^4*z0^2*z1 - x^2*y*z0^3*z1 + x^5*z1^2 + x^3*y*z0*z1^2 + x^4*z0^2 + x^5*z1 - 2*x^3*y*z0*z1 - 2*x^5 - 2*x^3*y*z0 + 2*x^2*z1^3)/y) * dx
0 110 [1, 0] ((x^3*z0^5 + x*y*z0^6 + x^4*z0^3 + x^2*y*z0^4 + x^5*z0 + x^3*y*z0^2 + x^4*y)/y) * dx
0 111 [1, 0] (x/y) * dx
0 112 [1, 0] (x*z1/y) * dx
0 113 [1, 0] (x*z1^2/y) * dx
0 114 [1, 0] (x*z1^3/y) * dx
0 115 [1, 0] (x*z1^4/y) * dx
0 116 [1, 0] ((-x^2*z0^4 + x*z1^5 + 2*x^3*z0^2 - x^4)/y) * dx
0 117 [1, 0] (x*z0/y) * dx
0 118 [1, 0] (x*z0*z1/y) * dx
0 119 [1, 0] (x*z0*z1^2/y) * dx
0 120 [1, 0] (x*z0*z1^3/y) * dx
0 121 [1, 0] ((-3*x^2*z0^5*z1 - 2*x^2*z0^5 + 2*x^3*z0^3*z1 + 2*x^3*z0^3 + 3*x^4*z0*z1 + 3*x^2*y*z0^2*z1 + x*z0*z1^4 - 3*x^4*z0 + 2*x^3*y*z1 + 3*x^3*y)/y) * dx
0 122 [1, 0] (x*z0^2/y) * dx
0 123 [1, 0] (x*z0^2*z1/y) * dx
0 124 [1, 0] (x*z0^2*z1^2/y) * dx
0 125 [1, 0] ((x*z0^2*z1^3 - x^2*z1^3)/y) * dx
0 126 [1, 0] ((-x^2*z0^6*z1 - 3*x^2*z0^6 + x^3*z0^4*z1 + x^3*z0^4 + 3*x^4*z0^2*z1 + 2*x^2*y*z0^3*z1 + x*z0^2*z1^4 - 3*x^4*z0^2 - 2*x^5*z1 - 3*x^3*y*z0*z1 - x^2*z1^4 - x^5 - x^3*y*z0 - 2*x^2*z1^3)/y) * dx
0 127 [1, 0] (x*z0^3/y) * dx
0 128 [1, 0] (x*z0^3*z1/y) * dx
0 129 [1, 0] ((x*z0^3*z1^2 - x^2*z0*z1^2)/y) * dx
0 130 [1, 0] (x*z0^4/y) * dx
0 131 [1, 0] ((x*z0^4*z1 - x^3*z1)/y) * dx
0 132 [1, 0] ((x*z0^4*z1^2 - 2*x^2*z0^2*z1^2 + x^3*z1^2)/y) * dx
0 133 [1, 0] ((x*z0^5 - x^3*z0)/y) * dx
0 134 [1, 0] ((x*z0^5*z1 - 2*x^2*z0^3*z1 + x^3*z0*z1)/y) * dx
0 135 [1, 0] ((x*z0^5*z1^2 - x^2*z0^3*z1^2 - 2*x^3*z0*z1^2 + 2*x^2*y*z1^2)/y) * dx
0 136 [1, 0] ((x*z0^6 - 3*x^2*z0^4 + 3*x^3*z0^2 - x^4)/y) * dx
0 137 [1, 0] ((x*z0^6*z1 - 3*x^2*z0^4*z1 - x^2*z0^4 + 3*x^3*z0^2*z1 + 2*x^3*z0^2 - x^4*z1 - x^4)/y) * dx
0 138 [1, 0] ((x*z0^6*z1^2 + 2*x^2*z0^4*z1^2 + x^3*z0^2*z1^2 + 2*x^2*z0^4 - 2*x^4*z1^2 - 2*x^2*y*z0*z1^2 + 3*x^3*z0^2 + 2*x^4)/y) * dx
0 139 [1, 0] ((-x^3*z0 + x^2*y)/y) * dx
0 140 [1, 0] ((-3*x^2*z0^3*z1 + 2*x^3*z0*z1 + x^2*y*z1)/y) * dx
0 141 [1, 0] ((x^2*z0^4 + x^3*z0^2 - 3*x^4 + x^2*y*z0)/y) * dx
0 142 [1, 0] ((x^2*z0^4*z1 + 3*x^2*z0^4 + x^3*z0^2*z1 + x^3*z0^2 - 3*x^4*z1 + x^2*y*z0*z1 + 3*x^4)/y) * dx
0 143 [1, 0] ((-x^2*z0^5 + 3*x^3*z0^3 + x^4*z0 + x^2*y*z0^2 + 3*x^3*y)/y) * dx
0 144 [1, 0] ((3*x^2*z0^6 - 3*x^3*z0^4 - 2*x^4*z0^2 + x^2*y*z0^3 - x^5 + 2*x^3*y*z0)/y) * dx
0 145 [1, 0] (x^2/y) * dx
0 146 [1, 0] (x^2*z1/y) * dx
0 147 [1, 0] (x^2*z1^2/y) * dx
0 148 [1, 0] (x^2*z0/y) * dx
0 149 [1, 0] (x^2*z0*z1/y) * dx
0 150 [1, 0] (x^2*z0^2/y) * dx
0 151 [1, 0] ((x^2*z0^2*z1 - x^3*z1)/y) * dx
0 152 [1, 0] ((x^2*z0^3 - x^3*z0)/y) * dx
0 153 [1, 0] (x^3/y) * dx
1 0 [0, 1] (1) * dx
1 1 [0, 1] (z1) * dx
1 2 [0, 1] (z1^2) * dx
1 3 [0, 1] (z1^3) * dx
1 4 [0, 1] ((-3*x^2*z0^5*z1 - 2*x^2*z0^5 + 2*x^3*z0^3*z1 + 2*x^3*z0^3 + 3*x^4*z0*z1 + 3*x^2*y*z0^2*z1 - 3*x^4*z0 + 2*x^3*y*z1 + y*z1^4 + 3*x^3*y)/y) * dx
1 5 [0, 1] ((x^2*z0^5*z1 - x^2*z0^5 - 3*x^3*z0^3*z1 - x*z0*z1^5 + x^3*z0^3 - x^4*z0*z1 - x^2*y*z0^2*z1 + y*z1^5 + 2*x^4*z0 - 3*x^3*y*z1 - 2*x^3*y)/y) * dx
1 6 [0, 1] ((-3*z0^3*z1^6 - 3*x^2*z0^5*z1 + 2*x*z0*z1^6 - 3*x^2*z0^5 + 2*x^3*z0^3*z1 + y*z1^6 + 3*x^3*z0^3 + 3*x^4*z0*z1 + 3*x^2*y*z0^2*z1 - x^4*z0 + 2*x^3*y*z1 + x^3*y)/y) * dx
1 7 [0, 1] (z0) * dx
1 8 [0, 1] (z0*z1) * dx
1 9 [0, 1] (z0*z1^2) * dx
1 10 [0, 1] ((-x^2*z1^3 + y*z0*z1^3)/y) * dx
1 11 [0, 1] ((3*x^2*z0^6*z1 + 2*x^2*z0^6 - 3*x^3*z0^4*z1 - 3*x^3*z0^4 - 2*x^4*z0^2*z1 + x^2*y*z0^3*z1 + 2*x^4*z0^2 - x^5*z1 + 2*x^3*y*z0*z1 - x^2*z1^4 + y*z0*z1^4 + 3*x^5 + 3*x^3*y*z0 - x^2*z1^3)/y) * dx
1 12 [0, 1] ((-x^2*z0^6*z1 + x^2*z0^6 + x^3*z0^4*z1 + 3*x*z0^2*z1^5 + 2*x^3*z0^4 + 3*x^4*z0^2*z1 + 2*x^2*y*z0^3*z1 + 3*x^2*z1^5 + y*z0*z1^5 + x^4*z0^2 - 2*x^5*z1 - 3*x^3*y*z0*z1 - 2*x^5 - 2*x^3*y*z0 + x^2*z1^3)/y) * dx
1 13 [0, 1] ((z0^4*z1^6 + 3*x^2*z0^6*z1 + x*z0^2*z1^6 + 3*x^2*z0^6 - 3*x^3*z0^4*z1 - 3*x^2*z1^6 + y*z0*z1^6 - x^3*z0^4 - 2*x^4*z0^2*z1 + x^2*y*z0^3*z1 + 3*x^4*z0^2 - x^5*z1 + 2*x^3*y*z0*z1 + x^5 + x^3*y*z0 + x^2*z1^3)/y) * dx
1 14 [0, 1] (z0^2) * dx
1 15 [0, 1] (z0^2*z1) * dx
1 16 [0, 1] ((-x^2*z0*z1^2 + y*z0^2*z1^2)/y) * dx
1 17 [0, 1] ((3*x*z0^3*z1^3 + 3*x^2*z0*z1^3 + y*z0^2*z1^3)/y) * dx
1 18 [0, 1] ((-3*x^3*z0^5*z1 - 3*x*y*z0^6*z1 + 3*x^3*z0^5 - 3*x^4*z0^3*z1 - 3*x^2*y*z0^4*z1 + 3*x*z0^3*z1^4 + 2*x^4*z0^3 - x^2*y*z0^4 - 3*x^5*z0*z1 - 3*x^3*y*z0^2*z1 - 3*x*z0^3*z1^3 + 3*x^2*z0*z1^4 + y*z0^2*z1^4 + x^5*z0 - 2*x^3*y*z0^2 - 3*x^4*y*z1 + 3*x^2*z0*z1^3 - 3*x^4*y + x^2*z0*z1^2)/y) * dx
1 19 [0, 1] ((-2*x^3*z0^5*z1 - 2*x*y*z0^6*z1 + 2*x*z0^3*z1^5 - 3*x^3*z0^5 - 2*x^4*z0^3*z1 - 2*x^2*y*z0^4*z1 - x^2*z0*z1^5 + y*z0^2*z1^5 - 2*x^4*z0^3 + x^2*y*z0^4 - 2*x^5*z0*z1 - 2*x^3*y*z0^2*z1 + x*z0^3*z1^3 - 2*x*y*z1^5 - x^5*z0 + 2*x^3*y*z0^2 - 2*x^4*y*z1 - x^2*z0*z1^3 + 3*x^4*y - 2*x^2*z0*z1^2)/y) * dx
1 20 [0, 1] ((-z0^5*z1^6 + 3*x*z0^3*z1^6 - x^3*z0^5*z1 - x*y*z0^6*z1 + x^2*z0*z1^6 + y*z0^2*z1^6 - 2*x^3*z0^5 - x^4*z0^3*z1 - x^2*y*z0^4*z1 + 3*x*y*z1^6 + x^4*z0^3 + 3*x^2*y*z0^4 - x^5*z0*z1 - x^3*y*z0^2*z1 + x*z0^3*z1^3 - 3*x^5*z0 - x^3*y*z0^2 - x^4*y*z1 - x^2*z0*z1^3 + 2*x^4*y + 3*x^2*z0*z1^2)/y) * dx
1 21 [0, 1] (z0^3) * dx
1 22 [0, 1] ((y*z0^3*z1 - x^3*z1)/y) * dx
1 23 [0, 1] ((2*x^2*z0^2*z1^2 + y*z0^3*z1^2 - 3*x^3*z1^2)/y) * dx
1 24 [0, 1] ((-3*x*z0^4*z1^3 + x^2*z0^2*z1^3 + y*z0^3*z1^3 + x^3*z1^3)/y) * dx
1 25 [0, 1] ((-2*x*z0^4*z1^4 + 2*x^2*z0^2*z1^4 + y*z0^3*z1^4 - 2*x^3*z1^4 + x*y*z0*z1^4)/y) * dx
1 26 [0, 1] ((-2*x*z0^4*z1^5 + x^3*z0^6 + 3*x*z0^4*z1^4 + 2*x^2*z0^2*z1^5 + y*z0^3*z1^5 + x^4*z0^4 + x^2*y*z0^5 - 3*x*z0^4*z1^3 + 3*x^2*z0^2*z1^4 - 2*x^3*z1^5 + x*y*z0*z1^5 + x^5*z0^2 + x^3*y*z0^3 - x^2*z0^2*z1^3 - 2*x^3*z1^4 + 3*x*y*z0*z1^4 + x^6 + x^4*y*z0 + 3*x^2*z0^2*z1^2 - 3*x^3*z1^3 - 3*x^3*z1^2 + 2*x^3*z1)/y) * dx
1 27 [0, 1] ((3*z0^6*z1^6 - 3*x*z0^4*z1^6 - 2*x^2*z0^2*z1^6 + y*z0^3*z1^6 + 2*x^3*z0^6 - 2*x*z0^4*z1^4 - x^3*z1^6 + 2*x*y*z0*z1^6 + 2*x^4*z0^4 + 2*x^2*y*z0^5 - 2*x*z0^4*z1^3 - 2*x^2*z0^2*z1^4 + 2*x^5*z0^2 + 2*x^3*y*z0^3 - 3*x^2*z0^2*z1^3 - x^3*z1^4 - 2*x*y*z0*z1^4 + 2*x^6 + 2*x^4*y*z0 - 3*x^2*z0^2*z1^2 - 2*x^3*z1^3 + 3*x^3*z1^2 + 3*x^3*z1)/y) * dx
1 28 [0, 1] ((y*z0^4 - x^3*z0)/y) * dx
1 29 [0, 1] ((2*x^2*z0^3*z1 + y*z0^4*z1 - 3*x^3*z0*z1)/y) * dx
1 30 [0, 1] ((-2*x^2*z0^3*z1^2 + y*z0^4*z1^2 + 2*x^3*z0*z1^2 - x^2*y*z1^2)/y) * dx
1 31 [0, 1] ((-x*z0^5*z1^3 - x^2*z0^3*z1^3 + y*z0^4*z1^3 - 3*x^3*z0*z1^3 - 3*x^2*y*z1^3)/y) * dx
1 32 [0, 1] ((-3*x*z0^5*z1^4 - 2*x^2*z0^3*z1^4 + y*z0^4*z1^4 - x^3*z0*z1^4 + 2*x*y*z0^2*z1^4 + 3*x^2*y*z1^4)/y) * dx
1 33 [0, 1] ((-x^2*z0^4 + y*z0^5 + 3*x^3*z0^2 - 3*x^4)/y) * dx
1 34 [0, 1] ((-x^2*z0^4*z1 + y*z0^5*z1 + x^2*z0^4 + 3*x^3*z0^2*z1 - 2*x^3*z0^2 - 3*x^4*z1 + x^4)/y) * dx
1 35 [0, 1] ((x^2*z0^4*z1^2 + y*z0^5*z1^2 - 2*x^3*z0^2*z1^2 - 3*x^2*z0^4 - 2*x^4*z1^2 + 2*x^2*y*z0*z1^2 - x^3*z0^2 - 3*x^4)/y) * dx
1 36 [0, 1] ((-2*x*z0^6*z1^3 - 3*x^2*z0^4*z1^3 + y*z0^5*z1^3 + 3*x^3*z0^2*z1^3 + 2*x^4*z1^3 - x^2*y*z0*z1^3 + x^2*z0^4 - 2*x^3*z0^2 + x^4)/y) * dx
1 37 [0, 1] ((x*z0^6*z1^4 + x^2*z0^4*z1^4 + y*z0^5*z1^4 + x^3*z0^2*z1^4 + x*y*z0^3*z1^4 + x^4*z1^4 + x^2*y*z0*z1^4 - x^2*z0^4 + 2*x^3*z0^2 - x^4)/y) * dx
1 38 [0, 1] ((3*x^2*z0^5 + y*z0^6 - x^3*z0^3 + 3*x^4*z0 + x^3*y)/y) * dx
1 39 [0, 1] ((-3*x^2*z0^5*z1 + y*z0^6*z1 + 3*x^3*z0^3*z1 + 2*x^4*z0*z1 - x^2*y*z0^2*z1 - 2*x^3*y*z1)/y) * dx
1 40 [0, 1] ((-3*x^2*z0^5*z1^2 + y*z0^6*z1^2 - 2*x^2*z0^5*z1 + 3*x^3*z0^3*z1^2 + 3*x^2*z0^5 - x^3*z0^3*z1 + 2*x^4*z0*z1^2 - x^2*y*z0^2*z1^2 - 3*x^3*z0^3 + 2*x^4*z0*z1 + 2*x^2*y*z0^2*z1 - 2*x^3*y*z1^2 + x^4*z0 - x^3*y*z1 - x^3*y)/y) * dx
1 41 [0, 1] ((x^2*z0^5*z1^3 + y*z0^6*z1^3 + x^3*z0^3*z1^3 + x*y*z0^4*z1^3 + 3*x^2*z0^5*z1 + x^4*z0*z1^3 + x^2*y*z0^2*z1^3 + x^2*z0^5 - 2*x^3*z0^3*z1 + x^3*y*z1^3 - x^3*z0^3 - 3*x^4*z0*z1 - 3*x^2*y*z0^2*z1 - 2*x^4*z0 - 2*x^3*y*z1 + 2*x^3*y)/y) * dx
1 42 [0, 1] (1/y) * dx
1 43 [0, 1] (z1/y) * dx
1 44 [0, 1] (z1^2/y) * dx
1 45 [0, 1] (z1^3/y) * dx
1 46 [0, 1] (z1^4/y) * dx
1 47 [0, 1] (z1^5/y) * dx
1 48 [0, 1] (z1^6/y) * dx
1 49 [0, 1] (z0/y) * dx
1 50 [0, 1] (z0*z1/y) * dx
1 51 [0, 1] (z0*z1^2/y) * dx
1 52 [0, 1] (z0*z1^3/y) * dx
1 53 [0, 1] (z0*z1^4/y) * dx
1 54 [0, 1] (z0*z1^5/y) * dx
1 55 [0, 1] (z0*z1^6/y) * dx
1 56 [0, 1] (z0^2/y) * dx
1 57 [0, 1] (z0^2*z1/y) * dx
1 58 [0, 1] (z0^2*z1^2/y) * dx
1 59 [0, 1] (z0^2*z1^3/y) * dx
1 60 [0, 1] (z0^2*z1^4/y) * dx
1 61 [0, 1] ((z0^2*z1^5 - x^2*z0^4 + 2*x^3*z0^2 - x^4)/y) * dx
1 62 [0, 1] ((z0^2*z1^6 - x*z1^6 - x^2*z0^4 + 2*x^3*z0^2 - x^4)/y) * dx
1 63 [0, 1] (z0^3/y) * dx
1 64 [0, 1] (z0^3*z1/y) * dx
1 65 [0, 1] (z0^3*z1^2/y) * dx
1 66 [0, 1] (z0^3*z1^3/y) * dx
1 67 [0, 1] ((-3*x^2*z0^5*z1 - 2*x^2*z0^5 + 2*x^3*z0^3*z1 + z0^3*z1^4 + 2*x^3*z0^3 + 3*x^4*z0*z1 + 3*x^2*y*z0^2*z1 - 3*x^4*z0 + 2*x^3*y*z1 + 3*x^3*y)/y) * dx
1 68 [0, 1] ((-2*x^2*z0^5*z1 + z0^3*z1^5 + 2*x^2*z0^5 - x^3*z0^3*z1 - x*z0*z1^5 - 2*x^3*z0^3 + 2*x^4*z0*z1 + 2*x^2*y*z0^2*z1 + 3*x^4*z0 - x^3*y*z1 - 3*x^3*y)/y) * dx
1 69 [0, 1] (z0^4/y) * dx
1 70 [0, 1] (z0^4*z1/y) * dx
1 71 [0, 1] (z0^4*z1^2/y) * dx
1 72 [0, 1] ((z0^4*z1^3 - x^2*z1^3)/y) * dx
1 73 [0, 1] ((-2*x^2*z0^6*z1 + x^2*z0^6 + 2*x^3*z0^4*z1 + z0^4*z1^4 + 2*x^3*z0^4 - x^4*z0^2*z1 - 3*x^2*y*z0^3*z1 + x^4*z0^2 + 3*x^5*z1 + x^3*y*z0*z1 - x^2*z1^4 - 2*x^5 - 2*x^3*y*z0 + 3*x^2*z1^3)/y) * dx
1 74 [0, 1] ((x^2*z0^6*z1 + z0^4*z1^5 - x^2*z0^6 - x^3*z0^4*z1 - 2*x*z0^2*z1^5 - 2*x^3*z0^4 - 3*x^4*z0^2*z1 - 2*x^2*y*z0^3*z1 + x^2*z1^5 - x^4*z0^2 + 2*x^5*z1 + 3*x^3*y*z0*z1 + 2*x^5 + 2*x^3*y*z0 - x^2*z1^3)/y) * dx
1 75 [0, 1] (z0^5/y) * dx
1 76 [0, 1] (z0^5*z1/y) * dx
1 77 [0, 1] ((z0^5*z1^2 - x^2*z0*z1^2)/y) * dx
1 78 [0, 1] ((z0^5*z1^3 - 2*x*z0^3*z1^3 + x^2*z0*z1^3)/y) * dx
1 79 [0, 1] ((3*x^3*z0^5*z1 + 3*x*y*z0^6*z1 + z0^5*z1^4 - 3*x^3*z0^5 + 3*x^4*z0^3*z1 + 3*x^2*y*z0^4*z1 - 2*x*z0^3*z1^4 - 2*x^4*z0^3 + x^2*y*z0^4 + 3*x^5*z0*z1 + 3*x^3*y*z0^2*z1 + 3*x*z0^3*z1^3 + x^2*z0*z1^4 - x^5*z0 + 2*x^3*y*z0^2 + 3*x^4*y*z1 - 3*x^2*z0*z1^3 + 3*x^4*y - x^2*z0*z1^2)/y) * dx
1 80 [0, 1] ((z0^5*z1^5 - 2*x^3*z0^5*z1 - 2*x*y*z0^6*z1 - x*z0^3*z1^5 - 3*x^3*z0^5 - 2*x^4*z0^3*z1 - 2*x^2*y*z0^4*z1 - 2*x^2*z0*z1^5 - 2*x^4*z0^3 + x^2*y*z0^4 - 2*x^5*z0*z1 - 2*x^3*y*z0^2*z1 + x*z0^3*z1^3 + 2*x*y*z1^5 - x^5*z0 + 2*x^3*y*z0^2 - 2*x^4*y*z1 - x^2*z0*z1^3 + 3*x^4*y - 2*x^2*z0*z1^2)/y) * dx
1 81 [0, 1] (z0^6/y) * dx
1 82 [0, 1] ((z0^6*z1 - x^3*z1)/y) * dx
1 83 [0, 1] ((z0^6*z1^2 - 3*x^2*z0^2*z1^2 + 2*x^3*z1^2)/y) * dx
1 84 [0, 1] ((z0^6*z1^3 - 3*x*z0^4*z1^3 + 3*x^2*z0^2*z1^3 - x^3*z1^3)/y) * dx
1 85 [0, 1] ((z0^6*z1^4 + 2*x*z0^4*z1^4 + x^2*z0^2*z1^4 - 2*x^3*z1^4 - 2*x*y*z0*z1^4)/y) * dx
1 86 [0, 1] ((z0^6*z1^5 + 2*x*z0^4*z1^5 + 2*x^3*z0^6 - x*z0^4*z1^4 + x^2*z0^2*z1^5 + 2*x^4*z0^4 + 2*x^2*y*z0^5 + x*z0^4*z1^3 - x^2*z0^2*z1^4 - 2*x^3*z1^5 - 2*x*y*z0*z1^5 + 2*x^5*z0^2 + 2*x^3*y*z0^3 - 2*x^2*z0^2*z1^3 + 3*x^3*z1^4 - x*y*z0*z1^4 + 2*x^6 + 2*x^4*y*z0 - x^2*z0^2*z1^2 + x^3*z1^3 + x^3*z1^2 - 3*x^3*z1)/y) * dx
1 87 [0, 1] (x) * dx
1 88 [0, 1] (x*z1) * dx
1 89 [0, 1] ((-x^2*z0*z1^2 + x*y*z1^2)/y) * dx
1 90 [0, 1] ((-3*x*z0^3*z1^3 + 2*x^2*z0*z1^3 + x*y*z1^3)/y) * dx
1 91 [0, 1] ((2*x^3*z0^5*z1 + 2*x*y*z0^6*z1 - 2*x^3*z0^5 + 2*x^4*z0^3*z1 + 2*x^2*y*z0^4*z1 - 3*x*z0^3*z1^4 + x^4*z0^3 + 3*x^2*y*z0^4 + 2*x^5*z0*z1 + 2*x^3*y*z0^2*z1 + 2*x*z0^3*z1^3 + 2*x^2*z0*z1^4 - 3*x^5*z0 - x^3*y*z0^2 + 2*x^4*y*z1 - 2*x^2*z0*z1^3 + x*y*z1^4 + 2*x^4*y - 3*x^2*z0*z1^2)/y) * dx
1 92 [0, 1] (x*z0) * dx
1 93 [0, 1] ((-x^3*z1 + x*y*z0*z1)/y) * dx
1 94 [0, 1] ((3*x^2*z0^2*z1^2 + 3*x^3*z1^2 + x*y*z0*z1^2)/y) * dx
1 95 [0, 1] ((x*z0^4*z1^3 + x^2*z0^2*z1^3 - 3*x^3*z1^3 + x*y*z0*z1^3)/y) * dx
1 96 [0, 1] ((-x^3*z0 + x*y*z0^2)/y) * dx
1 97 [0, 1] ((3*x^2*z0^3*z1 + 3*x^3*z0*z1 + x*y*z0^2*z1)/y) * dx
1 98 [0, 1] ((2*x^2*z0^3*z1^2 - x^3*z0*z1^2 + x*y*z0^2*z1^2 - 2*x^2*y*z1^2)/y) * dx
1 99 [0, 1] ((-x*z0^5*z1^3 + 3*x^2*z0^3*z1^3 + x^3*z0*z1^3 + x*y*z0^2*z1^3 + 3*x^2*y*z1^3)/y) * dx
1 100 [0, 1] ((-3*x^2*z0^4 + x^3*z0^2 + x*y*z0^3 + x^4)/y) * dx
1 101 [0, 1] ((-3*x^2*z0^4*z1 - 3*x^2*z0^4 + x^3*z0^2*z1 + x*y*z0^3*z1 - x^3*z0^2 + x^4*z1 - 3*x^4)/y) * dx
1 102 [0, 1] ((-2*x^2*z0^4*z1^2 + 2*x^3*z0^2*z1^2 + x*y*z0^3*z1^2 + x^2*z0^4 - 2*x^4*z1^2 + x^2*y*z0*z1^2 - 2*x^3*z0^2 + x^4)/y) * dx
1 103 [0, 1] ((3*x*z0^6*z1^3 - 3*x^2*z0^4*z1^3 - 2*x^3*z0^2*z1^3 + x*y*z0^3*z1^3 - x^4*z1^3 + 2*x^2*y*z0*z1^3 - x^2*z0^4 + 2*x^3*z0^2 - x^4)/y) * dx
1 104 [0, 1] ((-x^2*z0^5 - x^3*z0^3 + x*y*z0^4 - 3*x^4*z0 - 3*x^3*y)/y) * dx
1 105 [0, 1] ((-3*x^2*z0^5*z1 - 2*x^3*z0^3*z1 + x*y*z0^4*z1 - x^4*z0*z1 + 2*x^2*y*z0^2*z1 + 3*x^3*y*z1)/y) * dx
1 106 [0, 1] ((-3*x^2*z0^5*z1^2 + 2*x^2*z0^5*z1 - 2*x^3*z0^3*z1^2 + x*y*z0^4*z1^2 - 3*x^2*z0^5 + x^3*z0^3*z1 - x^4*z0*z1^2 + 2*x^2*y*z0^2*z1^2 + 3*x^3*z0^3 - 2*x^4*z0*z1 - 2*x^2*y*z0^2*z1 + 3*x^3*y*z1^2 - x^4*z0 + x^3*y*z1 + x^3*y)/y) * dx
1 107 [0, 1] ((-2*x^2*z0^6 - 3*x^3*z0^4 + x*y*z0^5 + 3*x^4*z0^2 + 2*x^5 - x^3*y*z0)/y) * dx
1 108 [0, 1] ((x^2*z0^6*z1 + x^3*z0^4*z1 + x*y*z0^5*z1 + x^4*z0^2*z1 + x^2*y*z0^3*z1 + x^5*z1 + x^3*y*z0*z1)/y) * dx
1 109 [0, 1] ((x^2*z0^6*z1^2 - 3*x^2*z0^6*z1 + x^3*z0^4*z1^2 + x*y*z0^5*z1^2 + x^2*z0^6 + 3*x^3*z0^4*z1 + x^4*z0^2*z1^2 + x^2*y*z0^3*z1^2 + 2*x^3*z0^4 + 2*x^4*z0^2*z1 - x^2*y*z0^3*z1 + x^5*z1^2 + x^3*y*z0*z1^2 + x^4*z0^2 + x^5*z1 - 2*x^3*y*z0*z1 - 2*x^5 - 2*x^3*y*z0 + 2*x^2*z1^3)/y) * dx
1 110 [0, 1] ((x^3*z0^5 + x*y*z0^6 + x^4*z0^3 + x^2*y*z0^4 + x^5*z0 + x^3*y*z0^2 + x^4*y)/y) * dx
1 111 [0, 1] (x/y) * dx
1 112 [0, 1] (x*z1/y) * dx
1 113 [0, 1] (x*z1^2/y) * dx
1 114 [0, 1] (x*z1^3/y) * dx
1 115 [0, 1] (x*z1^4/y) * dx
1 116 [0, 1] ((-x^2*z0^4 + x*z1^5 + 2*x^3*z0^2 - x^4)/y) * dx
1 117 [0, 1] (x*z0/y) * dx
1 118 [0, 1] (x*z0*z1/y) * dx
1 119 [0, 1] (x*z0*z1^2/y) * dx
1 120 [0, 1] (x*z0*z1^3/y) * dx
1 121 [0, 1] ((-3*x^2*z0^5*z1 - 2*x^2*z0^5 + 2*x^3*z0^3*z1 + 2*x^3*z0^3 + 3*x^4*z0*z1 + 3*x^2*y*z0^2*z1 + x*z0*z1^4 - 3*x^4*z0 + 2*x^3*y*z1 + 3*x^3*y)/y) * dx
1 122 [0, 1] (x*z0^2/y) * dx
1 123 [0, 1] (x*z0^2*z1/y) * dx
1 124 [0, 1] (x*z0^2*z1^2/y) * dx
1 125 [0, 1] ((x*z0^2*z1^3 - x^2*z1^3)/y) * dx
1 126 [0, 1] ((-x^2*z0^6*z1 - 3*x^2*z0^6 + x^3*z0^4*z1 + x^3*z0^4 + 3*x^4*z0^2*z1 + 2*x^2*y*z0^3*z1 + x*z0^2*z1^4 - 3*x^4*z0^2 - 2*x^5*z1 - 3*x^3*y*z0*z1 - x^2*z1^4 - x^5 - x^3*y*z0 - 2*x^2*z1^3)/y) * dx
1 127 [0, 1] (x*z0^3/y) * dx
1 128 [0, 1] (x*z0^3*z1/y) * dx
1 129 [0, 1] ((x*z0^3*z1^2 - x^2*z0*z1^2)/y) * dx
1 130 [0, 1] (x*z0^4/y) * dx
1 131 [0, 1] ((x*z0^4*z1 - x^3*z1)/y) * dx
1 132 [0, 1] ((x*z0^4*z1^2 - 2*x^2*z0^2*z1^2 + x^3*z1^2)/y) * dx
1 133 [0, 1] ((x*z0^5 - x^3*z0)/y) * dx
1 134 [0, 1] ((x*z0^5*z1 - 2*x^2*z0^3*z1 + x^3*z0*z1)/y) * dx
1 135 [0, 1] ((x*z0^5*z1^2 - x^2*z0^3*z1^2 - 2*x^3*z0*z1^2 + 2*x^2*y*z1^2)/y) * dx
1 136 [0, 1] ((x*z0^6 - 3*x^2*z0^4 + 3*x^3*z0^2 - x^4)/y) * dx
1 137 [0, 1] ((x*z0^6*z1 - 3*x^2*z0^4*z1 - x^2*z0^4 + 3*x^3*z0^2*z1 + 2*x^3*z0^2 - x^4*z1 - x^4)/y) * dx
1 138 [0, 1] ((x*z0^6*z1^2 + 2*x^2*z0^4*z1^2 + x^3*z0^2*z1^2 + 2*x^2*z0^4 - 2*x^4*z1^2 - 2*x^2*y*z0*z1^2 + 3*x^3*z0^2 + 2*x^4)/y) * dx
1 139 [0, 1] ((-x^3*z0 + x^2*y)/y) * dx
1 140 [0, 1] ((-3*x^2*z0^3*z1 + 2*x^3*z0*z1 + x^2*y*z1)/y) * dx
1 141 [0, 1] ((x^2*z0^4 + x^3*z0^2 - 3*x^4 + x^2*y*z0)/y) * dx
1 142 [0, 1] ((x^2*z0^4*z1 + 3*x^2*z0^4 + x^3*z0^2*z1 + x^3*z0^2 - 3*x^4*z1 + x^2*y*z0*z1 + 3*x^4)/y) * dx
1 143 [0, 1] ((-x^2*z0^5 + 3*x^3*z0^3 + x^4*z0 + x^2*y*z0^2 + 3*x^3*y)/y) * dx
1 144 [0, 1] ((3*x^2*z0^6 - 3*x^3*z0^4 - 2*x^4*z0^2 + x^2*y*z0^3 - x^5 + 2*x^3*y*z0)/y) * dx
1 145 [0, 1] (x^2/y) * dx
1 146 [0, 1] (x^2*z1/y) * dx
1 147 [0, 1] (x^2*z1^2/y) * dx
1 148 [0, 1] (x^2*z0/y) * dx
1 149 [0, 1] (x^2*z0*z1/y) * dx
1 150 [0, 1] (x^2*z0^2/y) * dx
1 151 [0, 1] ((x^2*z0^2*z1 - x^3*z1)/y) * dx
1 152 [0, 1] ((x^2*z0^3 - x^3*z0)/y) * dx
1 153 [0, 1] (x^3/y) * dx
True
True
True
[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('tests.sage')[?7h[?12l[?25h[?25l[?7lini.sage')[?7h[?12l[?25h[?25l[?7lsage: load('init.sage')
[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('init.sage')[?7h[?12l[?25h[?25l[?7ltess.sage')[?7h[?12l[?25h[?25l[?7lsage: load('tests.sage')
[?7h[?12l[?25h[?2004lTrue
True
True
[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lA[?7h[?12l[?25h[?25l[?7lS.fct_field[?7h[?12l[?25h[?25l[?7l.[?7h[?12l[?25h[?25l[?7lde_rham_basis(threshold = 20)[?7h[?12l[?25h[?25l[?7le[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('tests.sage')[?7h[?12l[?25h[?25l[?7lini.sage')[?7h[?12l[?25h[?25l[?7lsage: load('init.sage')
[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lA[?7h[?12l[?25h[?25l[?7lS.fct_field[?7h[?12l[?25h[?25l[?7lsage: AS
[?7h[?12l[?25h[?2004l[?7h(Z/p)^2-cover of Superelliptic curve with the equation y^1 = x over Finite Field in a of size 2^2 with the equations:
z0^2 - z0 = x^3
z1^2 - z1 = a*x^3
cohomology of structure sheaf
2022-12-19 14:37:14 +01:00
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lgroup_action_matrices_dR(AS)[?7h[?12l[?25h[?25l[?7lsage: group_action_matrices_dR(AS)
[?7h[?12l[?25h[?2004l---------------------------------------------------------------------------
NameError Traceback (most recent call last)
Input In [10], in <cell line: 1>()
----> 1 group_action_matrices_dR(AS)
cohomology of structure sheaf
2022-12-19 14:37:14 +01:00
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
File <string>:29, in group_action_matrices_dR(AS)
cohomology of structure sheaf
2022-12-19 14:37:14 +01:00
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
NameError: name 'threshold' is not defined
[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lgroup_action_matrices_dR(AS)[?7h[?12l[?25h[?25l[?7lAS[?7h[?12l[?25h[?25l[?7lload('init.sage')[?7h[?12l[?25h[?25l[?7lsage: load('init.sage')
[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('init.sage')[?7h[?12l[?25h[?25l[?7lgroup_action_matrices_dR(AS)[?7h[?12l[?25h[?25l[?7lsage: group_action_matrices_dR(AS)
[?7h[?12l[?25h[?2004lz1/x
/ext/sage/9.7/src/sage/rings/polynomial/polynomial_singular_interface.py:372:
********************************************************************************
Denominators of fraction field elements are sometimes dropped without warning.
This issue is being tracked at https://trac.sagemath.org/sage_trac/ticket/17696.
********************************************************************************
z0*z1/x
z0*z1/x^2
[?7h[
[ 1 a + 1 0 0 0 a] [1 1 0 0 0 1]
[ 0 1 0 0 0 0] [0 1 0 0 0 0]
[ 0 0 1 0 a 0] [0 0 1 0 1 0]
[ 0 0 0 1 1 0] [0 0 0 1 a 0]
[ 0 0 0 0 1 0] [0 0 0 0 1 0]
[ 0 0 0 0 0 1], [0 0 0 0 0 1]
]
[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lgroup_action_matrices_dR(AS)[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lAgroup_action_matrices_dR(AS)[?7h[?12l[?25h[?25l[?7l,group_action_matrices_dR(AS)[?7h[?12l[?25h[?25l[?7l group_action_matrices_dR(AS)[?7h[?12l[?25h[?25l[?7lBgroup_action_matrices_dR(AS)[?7h[?12l[?25h[?25l[?7l group_action_matrices_dR(AS)[?7h[?12l[?25h[?25l[?7l=group_action_matrices_dR(AS)[?7h[?12l[?25h[?25l[?7l group_action_matrices_dR(AS)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lsage: A, B = group_action_matrices_dR(AS)
[?7h[?12l[?25h[?2004lz1/x
z0*z1/x
z0*z1/x^2
[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lparent(f)[?7h[?12l[?25h[?25l[?7lsage: p
[?7h[?12l[?25h[?2004l[?7h2
[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lA, B = group_action_matrices_dR(AS)[?7h[?12l[?25h[?25l[?7l^[?7h[?12l[?25h[?25l[?7l2[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l=[?7h[?12l[?25h[?25l[?7l=[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7lin[?7h[?12l[?25h[?25l[?7lind[?7h[?12l[?25h[?25l[?7le[?7h[?12l[?25h[?25l[?7ln[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lin[?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lgroup_action_matrices_dR(AS)[?7h[?12l[?25h[?25l[?7l = x + y^2[?7h[?12l[?25h[?25l[?7l=[?7h[?12l[?25h[?25l[?7l [?7h[?12l[?25h[?25l[?7lA[?7h[?12l[?25h[?25l[?7lS[?7h[?12l[?25h[?25l[?7l.[?7h[?12l[?25h[?25l[?7lg[?7h[?12l[?25h[?25l[?7le[?7h[?12l[?25h[?25l[?7ln[?7h[?12l[?25h[?25l[?7lu[?7h[?12l[?25h[?25l[?7ls[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: g = AS.genus()
[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lg = AS.genus()[?7h[?12l[?25h[?25l[?7lp[?7h[?12l[?25h[?25l[?7lg = AS.genus()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lA, B = group_action_matrices_dR(AS)[?7h[?12l[?25h[?25l[?7l = matrix(GF(3), 3, 3)[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l^[?7h[?12l[?25h[?25l[?7l2[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l=[?7h[?12l[?25h[?25l[?7l=[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7lin[?7h[?12l[?25h[?25l[?7lind[?7h[?12l[?25h[?25l[?7le[?7h[?12l[?25h[?25l[?7ln[?7h[?12l[?25h[?25l[?7lt[?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7lt[?7h[?12l[?25h[?25l[?7ly[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lin[?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7lid[?7h[?12l[?25h[?25l[?7lide[?7h[?12l[?25h[?25l[?7ln[?7h[?12l[?25h[?25l[?7lt[?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7lt[?7h[?12l[?25h[?25l[?7ly[?7h[?12l[?25h[?25l[?7l_[?7h[?12l[?25h[?25l[?7lm[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7lt[?7h[?12l[?25h[?25l[?7lr[?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7lx[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7lG[?7h[?12l[?25h[?25l[?7lF[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lG[?7h[?12l[?25h[?25l[?7l,[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lF[?7h[?12l[?25h[?25l[?7l,[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l6[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: A^2 == identity_matrix(F, 6)
[?7h[?12l[?25h[?2004l[?7hTrue
[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lA^2 == identity_matrix(F, 6)[?7h[?12l[?25h[?25l[?7l*[?7h[?12l[?25h[?25l[?7lB[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l=[?7h[?12l[?25h[?25l[?7l=[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lB[?7h[?12l[?25h[?25l[?7l&[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l*[?7h[?12l[?25h[?25l[?7lA[?7h[?12l[?25h[?25l[?7lsage: A*B == B*A
[?7h[?12l[?25h[?2004l[?7hTrue
[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lA*B == B*A[?7h[?12l[?25h[?25l[?7l^2identity_matrix(F, 6)[?7h[?12l[?25h[?25l[?7lg =AS.genus()[?7h[?12l[?25h[?25l[?7lp[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lA, B = group_action_matrices_dR(AS)[?7h[?12l[?25h[?25l[?7lgroup_actionmarices_dR(AS)[?7h[?12l[?25h[?25l[?7lload('init.sage')[?7h[?12l[?25h[?25l[?7lgroup_action_matrices_dR(AS)[?7h[?12l[?25h[?25l[?7lA, B = groupacion_matrices_dR(AS)[?7h[?12l[?25h[?25l[?7lp[?7h[?12l[?25h[?25l[?7lg = AS.genus()[?7h[?12l[?25h[?25l[?7lA^2== identity_matrix(F, 6)[?7h[?12l[?25h[?25l[?7l*BB*A[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lA*B == B*A[?7h[?12l[?25h[?25l[?7l^2identity_matrix(F, 6)[?7h[?12l[?25h[?25l[?7lg =AS.genus()[?7h[?12l[?25h[?25l[?7lA^2== identity_matrix(F, 6)[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l^2 = identity_matrix(F, 6)[?7h[?12l[?25h[?25l[?7lB^2 = identity_matrix(F, 6)[?7h[?12l[?25h[?25l[?7lsage: B^2 == identity_matrix(F, 6)
[?7h[?12l[?25h[?2004l[?7hTrue
[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lmatrix(GF(3), 3, 3)[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7lgmathisA, B)[?7h[?12l[?25h[?25l[?7lm[?7h[?12l[?25h[?25l[?7lathis(A, B)[?7h[?12l[?25h[?25l[?7lsage: magmathis(A, B)
[?7h[?12l[?25h[?2004l>> A := MatrixAlgebra<GF(4),6|[1, a + 1, 0, 0, 0, a, 0, 1, 0, 0, 0, 0, 0, 0, 1
^
User error: Identifier 'a' has not been declared or assigned
>> , 0, 1, 0, 0, 0, 0, 0, 0, 1]>;M := RModule(RSpace(GF(4),6), A);Indecomposab
^
User error: Identifier 'A' has not been declared or assigned
>> ,6), A);IndecomposableSummands(M);
^
User error: Identifier 'M' has not been declared or assigned
[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lFF = GF(4, 'a')[?7h[?12l[?25h[?25l[?7lsage: F
[?7h[?12l[?25h[?2004l[?7hFinite Field in a of size 2^2
[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lF[?7h[?12l[?25h[?25l[?7lmagmathis(A, B)[?7h[?12l[?25h[?25l[?7lB^2 == dentity_matrix(F, 6)[?7h[?12l[?25h[?25l[?7lmagmaths(A, B)[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l,)[?7h[?12l[?25h[?25l[?7l )[?7h[?12l[?25h[?25l[?7lt)[?7h[?12l[?25h[?25l[?7le)[?7h[?12l[?25h[?25l[?7lx)[?7h[?12l[?25h[?25l[?7lt)[?7h[?12l[?25h[?25l[?7l=)[?7h[?12l[?25h[?25l[?7lT)[?7h[?12l[?25h[?25l[?7lr)[?7h[?12l[?25h[?25l[?7lu)[?7h[?12l[?25h[?25l[?7lTrue)[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7lsage: magmathis(A, B, text=True)
[?7h[?12l[?25h[?2004l[?7h'A := MatrixAlgebra<GF(4),6|[1, a + 1, 0, 0, 0, a, 0, 1, 0, 0, 0, 0, 0, 0, 1, 0, a, 0, 0, 0, 0, 1, 1, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 1],[1, 1, 0, 0, 0, 1, 0, 1, 0, 0, 0, 0, 0, 0, 1, 0, 1, 0, 0, 0, 0, 1, a, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 1]>;M := RModule(RSpace(GF(4),6), A);IndecomposableSummands(M);'
[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lmagmathis(A, B, text=True)[?7h[?12l[?25h[?25l[?7lF[?7h[?12l[?25h[?25l[?7lmagmathis(A, B)[?7h[?12l[?25h[?25l[?7lB^2 == dentity_matrix(F, 6)[?7h[?12l[?25h[?25l[?7lA*BB*A[?7h[?12l[?25h[?25l[?7l^2identity_matrix(F, 6)[?7h[?12l[?25h[?25l[?7lg =AS.genus()[?7h[?12l[?25h[?25l[?7lp[?7h[?12l[?25h[?25l[?7lA, B = group_action_matrices_dR(AS)[?7h[?12l[?25h[?25l[?7lgroup_actionmarices_dR(AS)[?7h[?12l[?25h[?25l[?7lA, B = groupacion_matrices_dR(AS)[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l(AS)[?7h[?12l[?25h[?25l[?7l(AS)[?7h[?12l[?25h[?25l[?7lh(AS)[?7h[?12l[?25h[?25l[?7lo(AS)[?7h[?12l[?25h[?25l[?7ll(AS)[?7h[?12l[?25h[?25l[?7lo(AS)[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lsage: A, B = group_action_matrices_holo(AS)
[?7h[?12l[?25h[?2004l[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lA, B = group_action_matrices_holo(AS)[?7h[?12l[?25h[?25l[?7lmagmathis(A, B, text=True)[?7h[?12l[?25h[?25l[?7lsage: magmathis(A, B, text=True)
[?7h[?12l[?25h[?2004l[?7h'A := MatrixAlgebra<GF(4),3|[1, a + 1, 0, 0, 1, 0, 0, 0, 1],[1, 1, 0, 0, 1, 0, 0, 0, 1]>;M := RModule(RSpace(GF(4),3), A);IndecomposableSummands(M);'
[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lmagmathis(A, B, text=True)[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('init.sage')[?7h[?12l[?25h[?25l[?7lo[?7h[?12l[?25h[?25l[?7lad('init.sage')[?7h[?12l[?25h[?25l[?7lsage: load('init.sage')
cohomology of structure sheaf
2022-12-19 14:37:14 +01:00
[?7h[?12l[?25h[?2004l(Z/p)^2-cover of Superelliptic curve with the equation y^1 = x over Finite Field of size 3 with the equations:
z0^3 - z0 = x^2
z1^3 - z1 = x^4
z jupytera na pliki tekstowe
2022-11-18 15:00:34 +01:00
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
[
RModule of dimension 1 over GF(3),
RModule of dimension 3 over GF(3),
RModule of dimension 6 over GF(3)
]
None
z1/x
z1^2/x
z0*z1/x
z0*z1^2/x
z0^2*z1/x
z0^2*z1^2/x
z1^2/x^2
z0*z1^2/x^2
z0^2*z1^2/x^2
z0^2*z1^2/x^3
---------------------------------------------------------------------------
cohomology of structure sheaf
2022-12-19 14:37:14 +01:00
TypeError Traceback (most recent call last)
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
Input In [24], in <cell line: 1>()
cohomology of structure sheaf
2022-12-19 14:37:14 +01:00
----> 1 load('init.sage')
uniformizer; skoki filtracji; grupy rozgalezienia
2022-11-24 18:59:07 +01:00
File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load()
 173
 174 if sage.repl.load.is_loadable_filename(filename):
--> 175 sage.repl.load.load(filename, globals())
 176 return
 177
File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach)
 270 add_attached_file(fpath)
 271 with open(fpath) as f:
--> 272 exec(preparse_file(f.read()) + "\n", globals)
 273 elif ext == '.spyx' or ext == '.pyx':
 274 if attach:
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
File <string>:21, in <module>
uniformizer; skoki filtracji; grupy rozgalezienia
2022-11-24 18:59:07 +01:00
File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load()
 173
 174 if sage.repl.load.is_loadable_filename(filename):
--> 175 sage.repl.load.load(filename, globals())
 176 return
 177
File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach)
 270 add_attached_file(fpath)
 271 with open(fpath) as f:
--> 272 exec(preparse_file(f.read()) + "\n", globals)
 273 elif ext == '.spyx' or ext == '.pyx':
 274 if attach:
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
File <string>:16, in <module>
File <string>:30, in group_action_matrices_dR(AS, threshold)
uniformizer; skoki filtracji; grupy rozgalezienia
2022-11-24 18:59:07 +01:00
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
File <string>:9, in group_action_matrices(space, list_of_group_elements, basis)
cohomology of structure sheaf
2022-12-19 14:37:14 +01:00
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
File <string>:69, in coordinates(self, threshold, basis)
cohomology of structure sheaf
2022-12-19 14:37:14 +01:00
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
File <string>:84, in coordinates(self, basis)
File /ext/sage/9.7/src/sage/structure/parent.pyx:897, in sage.structure.parent.Parent.__call__()
 895 if mor is not None:
 896 if no_extra_args:
--> 897 return mor._call_(x)
 898 else:
 899 return mor._call_with_args(x, args, kwds)
File /ext/sage/9.7/src/sage/categories/map.pyx:788, in sage.categories.map.Map._call_()
 786 return self._call_with_args(x, args, kwds)
 787
--> 788 cpdef Element _call_(self, x):
 789 """
 790 Call method with a single argument, not implemented in the base class.
File /ext/sage/9.7/src/sage/rings/fraction_field.py:1254, in FractionFieldEmbeddingSection._call_(self, x, check)
 1249 return num
 1250 if check and not den.is_unit():
 1251 # This should probably be a ValueError.
 1252 # However, too much existing code is expecting this to throw a
 1253 # TypeError, so we decided to keep it for the time being.
-> 1254 raise TypeError("fraction must have unit denominator")
 1255 return num * den.inverse_of_unit()
TypeError: fraction must have unit denominator
[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lload('init.sage')[?7h[?12l[?25h[?25l[?7lsage: load('init.sage')
[?7h[?12l[?25h[?2004l(Z/p)^2-cover of Superelliptic curve with the equation y^1 = x over Finite Field of size 3 with the equations:
z0^3 - z0 = x^2
z1^3 - z1 = x^4
[
RModule of dimension 1 over GF(3),
RModule of dimension 3 over GF(3),
RModule of dimension 6 over GF(3)
]
None
z1/x
z1^2/x
z0*z1/x
z0*z1^2/x
z0^2*z1/x
z0^2*z1^2/x
z1^2/x^2
z0*z1^2/x^2
z0^2*z1^2/x^2
z0^2*z1^2/x^3
(1) * dx
(z1) * dx
(x^2*z0 + z0^2*z1 + x^2 - z0*z1 + z1^2 + z1) * dx
(z0 + 1) * dx
(z0*z1 + z1) * dx
(z0^2 - z0 + 1) * dx
(x) * dx
(-x*z0^2 + x*z0 + x*z1 - x) * dx
(x*z0 + x) * dx
(x^2) * dx
(0) * dx
(0) * dx
(x^2) * dx
(x^2 - z0*z1 + z1) * dx
(x^2) * dx
(x^2*z0 + z0^2*z1 + z1^2) * dx
(x*z0 - x) * dx
(x*z0^2 - x*z1) * dx
(x*z0^2 - x*z0 - x*z1 + x) * dx
((x^4 - x^2*z0*z1 + x^2*z1 + z1^2 + z1)/x^2) * dx
---------------------------------------------------------------------------
TypeError Traceback (most recent call last)
Input In [25], in <cell line: 1>()
cohomology of structure sheaf
2022-12-19 14:37:14 +01:00
----> 1 load('init.sage')
uniformizer; skoki filtracji; grupy rozgalezienia
2022-11-24 18:59:07 +01:00
File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load()
 173
 174 if sage.repl.load.is_loadable_filename(filename):
--> 175 sage.repl.load.load(filename, globals())
 176 return
 177
File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach)
 270 add_attached_file(fpath)
 271 with open(fpath) as f:
--> 272 exec(preparse_file(f.read()) + "\n", globals)
 273 elif ext == '.spyx' or ext == '.pyx':
 274 if attach:
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
File <string>:21, in <module>
uniformizer; skoki filtracji; grupy rozgalezienia
2022-11-24 18:59:07 +01:00
File /ext/sage/9.7/src/sage/misc/persist.pyx:175, in sage.misc.persist.load()
 173
 174 if sage.repl.load.is_loadable_filename(filename):
--> 175 sage.repl.load.load(filename, globals())
 176 return
 177
File /ext/sage/9.7/src/sage/repl/load.py:272, in load(filename, globals, attach)
 270 add_attached_file(fpath)
 271 with open(fpath) as f:
--> 272 exec(preparse_file(f.read()) + "\n", globals)
 273 elif ext == '.spyx' or ext == '.pyx':
 274 if attach:
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
File <string>:16, in <module>
uniformizer; skoki filtracji; grupy rozgalezienia
2022-11-24 18:59:07 +01:00
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
File <string>:30, in group_action_matrices_dR(AS, threshold)
uniformizer; skoki filtracji; grupy rozgalezienia
2022-11-24 18:59:07 +01:00
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
File <string>:9, in group_action_matrices(space, list_of_group_elements, basis)
uniformizer; skoki filtracji; grupy rozgalezienia
2022-11-24 18:59:07 +01:00
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
File <string>:70, in coordinates(self, threshold, basis)
uniformizer; skoki filtracji; grupy rozgalezienia
2022-11-24 18:59:07 +01:00
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
File <string>:84, in coordinates(self, basis)
uniformizer; skoki filtracji; grupy rozgalezienia
2022-11-24 18:59:07 +01:00
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
File /ext/sage/9.7/src/sage/structure/parent.pyx:897, in sage.structure.parent.Parent.__call__()
 895 if mor is not None:
 896 if no_extra_args:
--> 897 return mor._call_(x)
 898 else:
 899 return mor._call_with_args(x, args, kwds)
uniformizer; skoki filtracji; grupy rozgalezienia
2022-11-24 18:59:07 +01:00
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
File /ext/sage/9.7/src/sage/categories/map.pyx:788, in sage.categories.map.Map._call_()
 786 return self._call_with_args(x, args, kwds)
 787
--> 788 cpdef Element _call_(self, x):
 789 """
 790 Call method with a single argument, not implemented in the base class.
File /ext/sage/9.7/src/sage/rings/fraction_field.py:1254, in FractionFieldEmbeddingSection._call_(self, x, check)
 1249 return num
 1250 if check and not den.is_unit():
 1251 # This should probably be a ValueError.
 1252 # However, too much existing code is expecting this to throw a
 1253 # TypeError, so we decided to keep it for the time being.
-> 1254 raise TypeError("fraction must have unit denominator")
 1255 return num * den.inverse_of_unit()
TypeError: fraction must have unit denominator
[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lA, B = group_action_matrices_holo(AS)[?7h[?12l[?25h[?25l[?7lS[?7h[?12l[?25h[?25l[?7l.fct_field[?7h[?12l[?25h[?25l[?7lholomorphic_differentials_basis()[?7h[?12l[?25h[?25l[?7lo[?7h[?12l[?25h[?25l[?7ll[?7h[?12l[?25h[?25l[?7lomorphic_differentials_basis()[?7h[?12l[?25h[?25l[?7lsage: AS.holomorphic_differentials_basis()
[?7h[?12l[?25h[?2004l[?7h[(1) * dx,
(z1) * dx,
(x^2*z0 + z0^2*z1 + z1^2) * dx,
(z0) * dx,
(z0*z1) * dx,
(z0^2) * dx,
(x) * dx,
(-x*z0^2 + x*z1) * dx,
(x*z0) * dx,
(x^2) * dx]
[?2004h[?25l[?7lsage: [?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7la = f.parent().base_ring().gens()[0][?7h[?12l[?25h[?25l[?7las_reductionAS, AAA)[?7h[?12l[?25h[?25l[?7las_[?7h[?12l[?25h[?25l[?7lreduction(AS, AAA)[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l)[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7las[?7h[?12l[?25h[?25l[?7la[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7l[?7h[?12l[?25h[?25l[?7lq[?7h[?12l[?25h[?25l[?7lu[?7h[?12l[?25h[?25l[?7li[?7h[?12l[?25h[?25l[?7lt[?7h[?12l[?25h[?25l[?7l([?7h[?12l[?25h[?25l[?7l()[?7h[?12l[?25h[?25l[?7lsage: quit()
klasa kocyklu cecha; dodane linear_combinations_polynomials; poprawione de_rham_basis
2022-12-22 10:14:40 +01:00
[?7h[?12l[?25h[?2004l
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
]0;~/Research/2021 De Rham/DeRhamComputation/sage~/Research/2021 De Rham/DeRhamComputation/sage$ cd ..
klasa kocyklu cecha; dodane linear_combinations_polynomials; poprawione de_rham_basis
2022-12-22 10:14:40 +01:00
]0;~/Research/2021 De Rham/DeRhamComputation~/Research/2021 De Rham/DeRhamComputation$ git status
On branch master
Your branch is up to date with 'origin/master'.
Changes not staged for commit:
(use "git add <file>..." to update what will be committed)
(use "git restore <file>..." to discard changes in working directory)
modified: sage/.run.term-0.term
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
modified: sage/as_covers/as_cech_class.sage
klasa kocyklu cecha; dodane linear_combinations_polynomials; poprawione de_rham_basis
2022-12-22 10:14:40 +01:00
modified: sage/as_covers/as_cover_class.sage
modified: sage/as_covers/as_form_class.sage
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
modified: sage/as_covers/group_action_matrices.sage
modified: sage/as_covers/tests/group_action_matrices_test.sage
klasa kocyklu cecha; dodane linear_combinations_polynomials; poprawione de_rham_basis
2022-12-22 10:14:40 +01:00
modified: sage/init.sage
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
modified: sage/tests.sage
klasa kocyklu cecha; dodane linear_combinations_polynomials; poprawione de_rham_basis
2022-12-22 10:14:40 +01:00
Untracked files:
(use "git add <file>..." to include in what will be committed)
.crystalline_p2.ipynb.sage-jupyter2
.deRhamComputation.ipynb.sage-jupyter2
.elementary_covers_of_superelliptic_curves.ipynb.sage-jupyter2
.git.x11-0.term
.superelliptic.ipynb.sage-jupyter2
.superelliptic_alpha.ipynb.sage-jupyter2
.superelliptic_arbitrary_field.ipynb.sage-jupyter2
git.x11
sage/as_covers/as_reduction.sage
sage/drafty/better_trace.sage
sage/drafty/draft4.sage
sage/drafty/draft5.sage
sage/drafty/draft6.sage
sage/drafty/draft8.sage
sage/drafty/lift_to_de_rham.sage
sage/drafty/pole_numbers.sage
superelliptic_arbitrary_field.ipynb
no changes added to commit (use "git add" and/or "git commit -a")
as reduction (stare) plus macierz dzialania na bazie dR prawie dziala
2022-12-22 14:44:57 +01:00
]0;~/Research/2021 De Rham/DeRhamComputation~/Research/2021 De Rham/DeRhamComputation$ git add sage/as_