This research derives the Standard Model Lagrangian from a singular lattice action, suggesting a unique structure among geometric forms.
The Standard Model Lagrangian derived as the continuum limit of a single lattice action on the truncated octahedron face graph. Forward derivations of α_s, neutrino mass m₃, and baryon asymmetry η_B. Exhaustive uniqueness proof among all Fedorov parallelohedra.Changes in this version:- §5.2 (m₃ derivation) rewritten to cite Paper #72 (DOI: 10.5281/zenodo.19658759), with explicit status labels: T72.1 / T72.2 / T72.3a are theorems verified by V1–V5 and V8; T72.3b is a conjecture with V10 orbit-restricted support; T72.4 is the best-match primitive triple in the principled search space (V11, 12,800-triple enumeration).- §7 Summary Table m₃ row updated to match §5.2.- Abstract tightened to reflect Paper #72 outcome and the withdrawn "60+ observables" headline.- Reference [9] updated to Paper #72 DOI.- Status line updated; "of 63" → "of 72" tail.
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Luke Martin (2026) studied this question.
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