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The math library of Lean 4

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This commit is generated using rg -l generalizedEigenspace | xargs sed -i 's/generalizedEigenspace/genEigenspace/g' rg -l maximalGeneralizedEigenspace | xargs sed -i 's/maximalGeneralizedEigenspace/maxGenEigenspace/g' The upshot is many shorter lemma names. --- [![Open...

awaiting-review

The files containing lemmas about the interaction of order in terms of `CovariantClass`/`ContravariantClass` and *not* the bundled compatibility typeclasses were all over the place. This PR puts them all in...

awaiting-review
t-algebra
t-order
move-decls

over a field of characteristic zero, when the Killing form is non-singular --- - [ ] depends on: #13076 [![Open in Gitpod](https://gitpod.io/button/open-in-gitpod.svg)](https://gitpod.io/from-referrer/)

blocked-by-other-PR
awaiting-author
t-algebra

We add `Polynomial.nmem_nonZeroDivisors_iff`, known as McCoy's theorem: a polynomial `P : R[X]` is a zerodivisor if and only if there is `a : R` such that `a ≠ 0` and...

awaiting-author
t-algebra

--- [![Open in Gitpod](https://gitpod.io/button/open-in-gitpod.svg)](https://gitpod.io/from-referrer/)

awaiting-review

It is still annoyingly painful to prove that two finsets have equal size by exhibiting a bijection between. This PR remedies this problem by copying over the lemmas that show...

awaiting-review

Add the fixed point theorem for (omega) complete partial orders and Kleene's fixed point theorem for complete lattices. --- Some comments regarding this PR: - I decided to use the...

awaiting-review
t-order
new-contributor

Prove the corners theorem and Roth's theorem as corollaries of the triangle removal lemma --- - [ ] depends on: #12551 - [x] depends on: #12570 - [x] depends on:...

blocked-by-other-PR
awaiting-review
merge-conflict
t-combinatorics

For `G` a commutative monoid and a set `A` in `G × G` , define corners of `A` as solutions to `x₁ + y₂ = x₂ + y₁` where `(x₁,...

awaiting-review
t-combinatorics