This paper develops a redistribution-first derivation of charged-lepton mass hierarchy formation within the ψ₀–OCM (Osborne Cosmological Model). Charged leptons are modeled as stabilized boundary-closure configurations emerging from admissible redistribution dynamics rather than as fundamental point particles with arbitrary Yukawa assignments. The framework derives charged-lepton mass scaling through topology-constrained stabilization eigenvalues, boundary invariants, and redistribution closure conditions. Known electron, muon, and tau mass hierarchy structure is recovered through boundary-stabilized redistribution relations while preserving compatibility with effective Standard Model phenomenology in stabilization-locked regimes. The paper provides explicit falsification criteria and proposes collider-scale residual discriminators associated with redistribution substructure.
John Francis Osborne (Wed,) studied this question.