feat: add Gorenstein-Walter theorem eval problem#314
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This PR adds the Gorenstein-Walter theorem (1965): a finite nonabelian simple group with dihedral Sylow 2-subgroups is isomorphic to PSL₂(q) for some odd prime power q ≥ 5 or to A₇. The first major application of the Bender method in CFSG. Uses Mathlib's PSL, DihedralGroup, alternatingGroup, and GaloisField — no new definitions. 🤖 Prepared with Claude Code
The previous docstring claimed `Fact p.Prime` is "used (via `letI`) to reach the GaloisField". In fact the existential `∃ _hp : Fact p.Prime` makes the typeclass available directly in the body of the existential — no `letI` is involved. Update the comment to match. 🤖 Prepared with Claude Code
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This PR adds the Gorenstein-Walter theorem (1965): a finite nonabelian simple group with dihedral Sylow 2-subgroups is isomorphic to
PSL₂(q)for some odd prime powerq ≥ 5or toA₇. A ~250-page paper across three parts; the first major application of the Bender method in CFSG and a template for later Sylow-2-structure papers.Uses Mathlib's
PSL,DihedralGroup,alternatingGroup, andGaloisField— no new definitions.🤖 Prepared with Claude Code