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[Merged by Bors] - refactor(representation_theory/maschke): replaces ¬(ring_char k ∣ fintype.card G)
with invertible (fintype.card G : k)
instance
#6901
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Otherwise, LGTM.
¬(ring_char k ∣ fintype.card G)
a fact
instance¬(ring_char k ∣ fintype.card G)
with invertible (fintype.card G : k)
instance
bors d+ |
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bors r+
bors r+ |
Already running a review |
…ntype.card G)` with `invertible (fintype.card G : k)` instance (#6901) Refactors Maschke's theorem to take an instance of `invertible (fintype.card G : k)` instead of an explicit `not_dvd : ¬(ring_char k ∣ fintype.card G)`. Provides that instance in the context `char_zero k`. Allows `monoid_algebra.submodule.is_complemented` to be an instance.
Pull request successfully merged into master. Build succeeded: |
¬(ring_char k ∣ fintype.card G)
with invertible (fintype.card G : k)
instance¬(ring_char k ∣ fintype.card G)
with invertible (fintype.card G : k)
instance
…ntype.card G)` with `invertible (fintype.card G : k)` instance (#6901) Refactors Maschke's theorem to take an instance of `invertible (fintype.card G : k)` instead of an explicit `not_dvd : ¬(ring_char k ∣ fintype.card G)`. Provides that instance in the context `char_zero k`. Allows `monoid_algebra.submodule.is_complemented` to be an instance.
Refactors Maschke's theorem to take an instance of
invertible (fintype.card G : k)
instead of an explicitnot_dvd : ¬(ring_char k ∣ fintype.card G)
.Provides that instance in the context
char_zero k
.Allows
monoid_algebra.submodule.is_complemented
to be an instance.