code stringlengths 3 6.57k |
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_sub_(self, other) |
R.hom([y,x]) |
R.derivation(x, twist=theta) |
R.derivation(y, twist=theta) |
der2
(x - y) |
type(self) |
self.parent() |
_rmul_(self, factor) |
R.hom([y,x]) |
R.derivation(x, twist=theta) |
type(self) |
self.parent() |
_lmul_(self, factor) |
R.hom([y,x]) |
R.derivation(x, twist=theta) |
self._rmul_(factor) |
_call_(self, x) |
R.hom([y,x]) |
R.derivation(1, twist=theta) |
f(x) |
self.parent() |
parent.twisting_morphism() |
parent.defining_morphism() |
list(self) |
R.fraction_field() |
K.hom([y,x]) |
K.derivation_module(twist=theta) |
M.basis() |
Family (twisting_morphism - id,) |
M.gen() |
f
(x + y) |
f.list() |
precompose(self, morphism) |
R.hom([y,x]) |
R.derivation(x, twist=theta) |
R.hom([x^2, y^3]) |
D.postcompose(f) |
g.parent() |
twisting_morphism() |
self.parent() |
Rings() |
Commutative() |
parent.domain() |
has_coerce_map_from(morphism) |
parent.domain() |
coerce_map_from(morphism) |
TypeError("the given ring does not coerce to the domain of the derivation") |
not (isinstance(morphism, Map) |
morphism.category_for() |
is_subcategory(Rings() |
TypeError("you must give an homomorphism of rings") |
RingDerivationModule(morphism.domain() |
parent.defining_morphism() |
parent.twisting_morphism() |
M(self._scalar) |
postcompose(self, morphism) |
R.hom([y,x]) |
R.derivation(x, twist=theta) |
R.hom([x^2, y^3]) |
D.precompose(f) |
g.parent() |
twisting_morphism() |
self.parent() |
Rings() |
Commutative() |
morphism.has_coerce_map_from(parent.codomain() |
morphism.coerce_map_from(parent.codomain() |
TypeError("the codomain of the derivation does not coerce to the given ring") |
not (isinstance(morphism, Map) |
morphism.category_for() |
is_subcategory(Rings() |
TypeError("you must give an homomorphism of rings") |
RingDerivationModule(parent.domain() |
parent.defining_morphism() |
parent.twisting_morphism() |
M(morphism(self._scalar) |
_richcmp_(self, other, op) |
R.hom([y,x]) |
R.derivation(x, twist=theta) |
R.derivation(y, twist=theta) |
R.derivation(x+y, twist=theta) |
D
(x + y) |
isinstance(other, RingDerivationWithTwist_generic) |
isinstance(other, RingDerivationWithTwist_generic) |
extend_to_fraction_field(self) |
R.hom([y,x]) |
R.derivation(x, twist=theta) |
d.extend_to_fraction_field() |
D.domain() |
D(1/x) |
self.parent() |
parent.domain() |
fraction_field() |
parent.codomain() |
fraction_field() |
parent.twisting_morphism() |
extend_to_fraction_field() |
RingDerivationModule(domain, codomain, twist) |
M(codomain(self._scalar) |
JPARC_EngeFunctionFactory(quad) |
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