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[Merged by Bors] - feat(linear_algebra/char_poly/coeff,*): prerequisites for friendship theorem #3953
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…prover-community/mathlib into freek_83_friendship_theorem
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This should fix the linter errors.
Co-authored-by: Bryan Gin-ge Chen <bryangingechen@gmail.com>
Co-authored-by: Bryan Gin-ge Chen <bryangingechen@gmail.com>
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Thanks! I think two lemmas could be simp
. After that, go ahead an tell bors to merge it 🐙
bors d+
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variables {p : ℕ} [fact p.prime] | ||
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lemma finite_field.char_poly_pow_card {K : Type*} [field K] [fintype K] (M : matrix n n K) : |
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Thanks for this generalization!
✌️ awainverse can now approve this pull request. To approve and merge a pull request, simply reply with |
bors r+ |
Canceled. |
bors r+ |
…theorem (#3953) adds several assorted lemmas about matrices and `zmod p` proves that if `M` is a square matrix with entries in `zmod p`, then `tr M^p = tr M`, needed for friendship theorem Co-authored-by: Aaron Anderson <awainverse@gmail.com>
Pull request successfully merged into master. Build succeeded: |
…theorem (#3953) adds several assorted lemmas about matrices and `zmod p` proves that if `M` is a square matrix with entries in `zmod p`, then `tr M^p = tr M`, needed for friendship theorem Co-authored-by: Aaron Anderson <awainverse@gmail.com>
…theorem (#3953) adds several assorted lemmas about matrices and `zmod p` proves that if `M` is a square matrix with entries in `zmod p`, then `tr M^p = tr M`, needed for friendship theorem Co-authored-by: Aaron Anderson <awainverse@gmail.com>
adds several assorted lemmas about matrices and
zmod p
proves that if
M
is a square matrix with entries inzmod p
, thentr M^p = tr M
, needed for friendship theorem