Paper 33: Gravitational Waves as Emergent Coherence Oscillations in the Holosphere Lattice

This paper models gravitational waves as classical coherence oscillations in a discrete lattice of rotating Holospheres. Instead of treating gravitational radiation as a perturbation of spacetime geometry, we describe it as a propagating disturbance in an angular misalignment field defined on a nearest-neighbor coupled lattice with cuboctahedral (FCC) topology. In the weak-strain regime, the lattice dynamics reduce to a classical wave equation, reproducing the two transverse propagation modes and finite signal speed expected in linearized general relativity. We implement a 3D propagation testbed with periodic boundaries, curvature-flow regularization, triadic anisotropy, and an explicit admissibility threshold that masks sites when misalignment exceeds a critical value. The simulation produces wavefront morphology, first-crossing timing diagnostics, polarization-proxy evolution, and anisotropy-dependent delay structure, all reported in simulation units. The framework remains fully classical and deterministic, requiring no quantized fields. The paper focuses strictly on propagation mechanics and diagnostic discriminants, leaving source modeling, unit mapping, and perturbative delay structure to future work.