Shows stability of matter candidates in a geometric-elastic lattice, suggesting new insights into particle behavior.
Interface-Bound Matter Candidates in a Frozen Geometric-Elastic Lattice presents a canon-constrained structural audit of proton-like and neutron-like modes in the MMU framework. The article does not claim a final proof of the physical proton or neutron. It shows how a frozen stiffness-inertia-coupling scaffold can support localized matter-like interface candidates with stability, projection consistency, phase closure, and neutron-proton mass-gap and neutrality proxies. A companion Python audit program is included to make the WIP diagnostics reproducible and falsifiable.
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Jurgen Wollbold (2026) studied this question.
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