A proof of Degtyarev–Shimada Conjecture 1.2 for the 3^v Fermat tower: A(q) = 15q³−45q²+55q−24. Four-way verified, Macaulay2 included. Candidate — offered for expert review.
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Updated
Jul 10, 2026 - Python
A proof of Degtyarev–Shimada Conjecture 1.2 for the 3^v Fermat tower: A(q) = 15q³−45q²+55q−24. Four-way verified, Macaulay2 included. Candidate — offered for expert review.
Byte-exact theorems on the Fermat quartic fourfold lattice — from a run at the unbeaten dimension-128 sphere-packing record. Keystone: the Bridge Theorem (Hodge norm = geometric intersection form).
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