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sage.categories: Add # optional for modularization; reformat doctests #35422

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merged 24 commits into from
May 22, 2023
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sage.categories: Add # optional for modularization; reformat doctests #35422

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70acfc7
sage.categories: Add # optional; doctest cosmetics
mkoeppe Apr 2, 2023
1a22510
Fixups
mkoeppe Apr 3, 2023
0398033
sage.categories: More # optional
mkoeppe Apr 7, 2023
831c754
sage.categories: Align # optional
mkoeppe Apr 7, 2023
4de54cf
Fixups
mkoeppe Apr 7, 2023
7cb61c9
sage.categories: Fix/realign some # optional
mkoeppe Apr 16, 2023
e3c01e5
Update src/sage/categories/additive_magmas.py
mkoeppe Apr 16, 2023
02cabdf
Update src/sage/categories/coxeter_groups.py
mkoeppe Apr 16, 2023
b593f50
Update src/sage/categories/finitely_generated_lambda_bracket_algebras.py
mkoeppe Apr 16, 2023
f985b6c
src/sage/categories/finite_dimensional_nilpotent_lie_algebras_with_ba…
mkoeppe Apr 16, 2023
3d52da4
src/sage/categories: Re-align # optional
mkoeppe Apr 16, 2023
d1dd594
Update src/sage/categories/lambda_bracket_algebras_with_basis.py
mkoeppe Apr 16, 2023
7d114f9
Update src/sage/categories/lambda_bracket_algebras_with_basis.py
mkoeppe Apr 16, 2023
2d0fb65
src/sage/categories: Re-align # optional
mkoeppe Apr 16, 2023
897e21a
src/sage/categories: Re-align # optional
mkoeppe Apr 16, 2023
f911b14
src/sage/categories: Re-align # optional
mkoeppe Apr 16, 2023
1595829
Update src/sage/categories/category.py
mkoeppe Apr 16, 2023
260b83b
src/sage/categories: Re-align # optional
mkoeppe Apr 16, 2023
21952a1
Fixup
mkoeppe Apr 16, 2023
59ab512
Merge tag '10.0.rc0' into sage_categories_reformat_doctests
mkoeppe Apr 23, 2023
67b892b
sage.categories: More # optional
mkoeppe Apr 25, 2023
dda9fb7
src/sage/categories/vector_spaces.py: Fix # optional
mkoeppe Apr 27, 2023
4a7c0c2
Merge remote-tracking branch 'upstream/develop' into sage_categories_…
mkoeppe May 15, 2023
e02b79e
src/sage/categories/additive_magmas: Remove trailing whitespace
mkoeppe May 18, 2023
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67 changes: 38 additions & 29 deletions src/sage/categories/action.pyx
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Original file line number Diff line number Diff line change
Expand Up @@ -21,7 +21,8 @@ A group action `G \times S \rightarrow S` is a functor from `G` to Sets.
sage: import gc
sage: _ = gc.collect()
sage: A
<repr(<sage.categories.action.Action at 0x...>) failed: RuntimeError: This action acted on a set that became garbage collected>
<repr(<sage.categories.action.Action at 0x...>) failed:
RuntimeError: This action acted on a set that became garbage collected>
To avoid garbage collection of the underlying set, it is sufficient to
create a strong reference to it before the action is created.
Expand Down Expand Up @@ -265,15 +266,17 @@ cdef class Action(Functor):
sage: R = (ZZ['x'])['y']
sage: A = R.get_action(P,operator.mul,True)
sage: A # indirect doctest
Right scalar multiplication by Univariate Polynomial Ring in x over
Rational Field on Univariate Polynomial Ring in y over Univariate
Polynomial Ring in x over Integer Ring
Right scalar multiplication
by Univariate Polynomial Ring in x over Rational Field
on Univariate Polynomial Ring in y over
Univariate Polynomial Ring in x over Integer Ring
In this example, the underlying set is the ring ``R``. This is the same
as the left domain, which is different from the codomain of the action::
sage: A.codomain()
Univariate Polynomial Ring in y over Univariate Polynomial Ring in x over Rational Field
Univariate Polynomial Ring in y
over Univariate Polynomial Ring in x over Rational Field
sage: A.codomain() == R
False
sage: A.left_domain() is R
Expand All @@ -294,7 +297,8 @@ cdef class Action(Functor):
sage: import gc
sage: _ = gc.collect()
sage: A
<repr(<sage.categories.action.Action at 0x...>) failed: RuntimeError: This action acted on a set that became garbage collected>
<repr(<sage.categories.action.Action at 0x...>) failed:
RuntimeError: This action acted on a set that became garbage collected>
"""
S = self.US()
if S is None:
Expand Down Expand Up @@ -329,24 +333,28 @@ cdef class InverseAction(Action):
EXAMPLES::
sage: V = QQ^3
sage: v = V((1, 2, 3))
sage: V = QQ^3 # optional - sage.modules
sage: v = V((1, 2, 3)) # optional - sage.modules
sage: cm = get_coercion_model()
sage: a = cm.get_action(V, QQ, operator.mul)
sage: a
Right scalar multiplication by Rational Field on Vector space of dimension 3 over Rational Field
sage: ~a
Right inverse action by Rational Field on Vector space of dimension 3 over Rational Field
sage: (~a)(v, 1/3)
sage: a = cm.get_action(V, QQ, operator.mul) # optional - sage.modules
sage: a # optional - sage.modules
Right scalar multiplication by Rational Field
on Vector space of dimension 3 over Rational Field
sage: ~a # optional - sage.modules
Right inverse action by Rational Field
on Vector space of dimension 3 over Rational Field
sage: (~a)(v, 1/3) # optional - sage.modules
(3, 6, 9)
sage: b = cm.get_action(QQ, V, operator.mul)
sage: b
Left scalar multiplication by Rational Field on Vector space of dimension 3 over Rational Field
sage: ~b
Left inverse action by Rational Field on Vector space of dimension 3 over Rational Field
sage: (~b)(1/3, v)
sage: b = cm.get_action(QQ, V, operator.mul) # optional - sage.modules
sage: b # optional - sage.modules
Left scalar multiplication by Rational Field
on Vector space of dimension 3 over Rational Field
sage: ~b # optional - sage.modules
Left inverse action by Rational Field
on Vector space of dimension 3 over Rational Field
sage: (~b)(1/3, v) # optional - sage.modules
(3, 6, 9)
sage: c = cm.get_action(ZZ, list, operator.mul)
Expand Down Expand Up @@ -390,11 +398,11 @@ cdef class InverseAction(Action):
Check that this action can be pickled (:trac:`29031`)::
sage: V = QQ^3
sage: v = V((1, 2, 3))
sage: cm = get_coercion_model()
sage: a = cm.get_action(V, QQ, operator.mul)
sage: loads(dumps(~a)) is not None
sage: V = QQ^3 # optional - sage.modules
sage: v = V((1, 2, 3)) # optional - sage.modules
sage: cm = get_coercion_model() # optional - sage.modules
sage: a = cm.get_action(V, QQ, operator.mul) # optional - sage.modules
sage: loads(dumps(~a)) is not None # optional - sage.modules
True
"""
return (type(self), (self._action,))
Expand Down Expand Up @@ -434,8 +442,9 @@ cdef class PrecomposedAction(Action):
sage: c,x = v[0]
sage: y = x.modular_symbol_rep()
sage: coercion_model.get_action(QQ, parent(y), op=operator.mul)
Left scalar multiplication by Rational Field on Abelian Group of all Formal Finite Sums over Rational Field
with precomposition on right by Coercion map:
Left scalar multiplication by Rational Field
on Abelian Group of all Formal Finite Sums over Rational Field
with precomposition on right by Coercion map:
From: Abelian Group of all Formal Finite Sums over Integer Ring
To: Abelian Group of all Formal Finite Sums over Rational Field
"""
Expand Down Expand Up @@ -542,8 +551,8 @@ cdef class ActionEndomorphism(Morphism):
sage: A = ZZ['x'].get_action(QQ, self_on_left=False, op=operator.mul)
sage: A
Left scalar multiplication by Rational Field on Univariate Polynomial
Ring in x over Integer Ring
Left scalar multiplication by Rational Field
on Univariate Polynomial Ring in x over Integer Ring
sage: A(1/2)
Action of 1/2 on Univariate Polynomial Ring in x over Integer Ring
under Left scalar multiplication by Rational Field on Univariate
Expand Down
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