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euler-bricks
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Formal Proof of the Non-Existence of Perfect Cuboids via Mordell-Weil Rank Exhaustion and Minimal Polynomial Irreducibility of the Perfect Cuboid Surface.
lift singularity computational-mathematics modular-arithmetic algebraic-geometry number-theory interactive-theorem-proving hyperelliptic-curves lean4 diophantine-equations euler-bricks lll-algorithm formal-proof perfect-cuboid tate-shafarevich mordell-weil-theorem jacobian-analysis faltings-theorem irreducibility
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Updated
Mar 17, 2026 - Lean
Prove the non-existence of perfect cuboids using formal methods and algebraic structures verified in Lean 4 with detailed mathematical analysis.
lift singularity computational-mathematics modular-arithmetic algebraic-geometry number-theory interactive-theorem-proving hyperelliptic-curves diophantine-equations euler-bricks lll-algorithm formal-proof perfect-cuboid tate-shafarevich jacobian-analysis faltings-theorem irreducibility
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Updated
Mar 28, 2026
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