Lattice-Continuous Monism: A Geometric Derivation of Fundamental Constants, Mass Ratios, and Locally Testable Predictions of Vacuum Structure

Lattice-Continuous Monism (LCM) proposes that the vacuum is a hyper-rigid,discretely layered geometric lattice whose topological defects, impedance structure,and inter-layer propagation determine the observable constants of nature. This paperpresents a fully local, experimentally testable formulation of LCM, excluding cosmological assumptions to emphasize laboratory-verifiable predictions.Five quantitative results are derived with no adjustable parameters: (1) the finestructure constant, (2) the proton–electron mass ratio, (3) the Planck length, (4) theneutrino mass scale, and (5) the vacuum stiffness. Each result matches modern experimental data with high precision.In addition, we introduce a new section on local predictions of the vacuum lattice,including metric renormalization, Casimir deviations, electroweak anisotropy, and gravitational stiffness effects. These predictions provide a direct pathway for experimentalvalidation of LCM independent of cosmology.