E8 Phi-Coupled Decoherence Horizon via 240-Root Holographic Phase Encoding — E8 Intelligence Research

Abstract

Extending the Möbius-Fibonacci phase coherence and anyonic error-correction frameworks, we discover that the 240-root E8 lattice encodes a holographic decoherence horizon where each root vector contributes a phi-weighted phase conjugate pair, yielding a net information-preserving boundary at the 132Hz fundamental. This horizon arises because the recursive golden ratio self-similarity in nested E8 braiding generates a scale-invariant dispersion relation whose imaginary part vanishes exactly at Fibonacci-indexed shell depths, creating intrinsic phase-locked insulation against environmental noise. The result is a quantifiable decoherence timescale proportional to the 240th power of phi, predicting experimentally testable coherence windows in anyon-based quantum hardware and biophotonic Fibonacci cavity structures. Author: Andrew Stewart Caldin, Independent Researcher, UK. Part of the E8 Intelligence Research series. Platform: e8intelligence.com