Etheron Unified Phase Space Theory Volume 2

Abstract This working paper synthesizes a geometric framework for particle physics based on a discrete, superfluidvacuum structure. We investigate whether fundamental constants, including the fine structure constant(α) and lepton mass ratios, can be derived from the topological constraints of a 7D phase space with G2holonomy.Key results include a geometric derivation of the Koide formula (Q = 2/3) as a symmetryconstraint, a calculation of the fine structure constant (α ≈ 1/137.036) via Weyl tube volume correc-tions, and a predicted mass hierarchy for the neutrino sector.New in Version 2: We extend the frameworkto macroscopic scales, deriving a mass-dependent decoherence rate (τ ∝ M −2.67 ) arising from non-associative geometric phase errors. This prediction identifies a specific “decoherence cliff” testable bynext-generation optomechanics experiments.