Dynamic Phase Resonances in Hexagonal Close-Packed Media: Material Asymmetry via Discrete Log-Modular Drifts (Part VIII)

This paper delivers a non-relativistic resolution to the problem of baryon asymmetry, replacing spontaneous CP-violation with the deterministic arithmetic of the Hexagonal Close-Packed (3HCP) space crystal. Operating over the finite ring of registers Z/256Z, the author proves that the structural evolution of the material vacuum is bound to a directional log-modular invariant drift (λ ≈ −0.287) rooted in the discrete Collatz (3n + 1) mapping. This drift inherently favors localized volume-charge contraction (Donor-matter) over expansion, structurally prohibiting antimatter stability. The model establishes cosmic asymmetry as a fundamental hardware-level property of the spatial processing architecture.

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