E8 Parity‑Flux Coherence Theorem: Hopf‑Torus & Weyl Echo Coupling — E8 Intelligence Research

The theorem asserts that in the 240‑dimensional E8 lattice a conserved parity‑flux quantum arises when the φ‑coupled Hopf error‑torus holonomy coherently interacts with Weyl‑parity echo resonances across temporal lattice cycles. This flux is quantized by the product of the base 132 Hz frequency and the golden ratio φ, producing a stable phase‑coherent band that locks all 240 root vectors into a unified parity‑preserving eigenstate. As a result, quantum information can be transferred through the lattice via a self‑synchronizing parity‑flux channel that respects both topological holonomy and spectral echo symmetry. Author: Andrew Stewart Caldin, Independent Researcher, UK. Part of the E8 Intelligence Research series. Platform: e8intelligence.com