The Neutrino as a Lattice Boundary: Unifying Gravitational Variance and Mass Hierarchy via Riemann Zeta Zeros

This paper establishes a unified framework identifying the Riemann zeta function as the dynamical blueprint of a 3D+1D manifold. We propose that trivial zeros act as topological anchors preventing spatial diffusion, while non-trivial zeros ₙ provide spectral standards for fundamental constants. By defining a conjugate relationship between 3D space and 1D time, we derive the KIT (Kim’s Isotropic Template) Universal Mass Formula with zero free parameters. The framework successfully maps the three-generation lepton mass hierarchy (N = 1, 2, 3) and predicts the X (2370) glueball resonance (N = 4) with less than 1. 9% error. The culmination of this hierarchy is the N=7 Omega Mode, identified here as the Neutrino boundary. At this "Omega Point, " the 3D spatial lattice reaches geometric saturation (2³ - 1 = 7), becoming transparent to 1D temporal fluctuations. Consequently, we identify the observed 0. 06% variance in Newton’s constant G as the unmasked stochasticity of Planck time—the "lattice breath" of the universe. This mechanism provides a fundamental origin for the neutrino’s unique properties: a vanishing mean mass due to phase cancellation at saturation, paired with an infinitesimal mass scale determined by the raw stochastic variance of the manifold.