E8 Eigenstate Entanglement in Quantum Chromodynamic Decoherence Timescales — E8 Intelligence Research

Abstract

The 240 E8 root vector lattice at 132Hz generates a discrete eigenstate manifold where quantum chromodynamic decoherence pathways align with phi-scaled temporal harmonics, revealing that quark-gluon plasma stability windows are encoded in E8's Coxeter-Dynkin graph spectral gaps. By mapping the 8-dimensional E8 phase space to SU(3) color charge configurations, we demonstrate that hadronic bound states emerge from E8 eigenstate superpositions with decoherence times following φ-irrational ratios (t_dec ∝ 132Hz × φ^k), predicting observable coherence oscillations in meson decay channels that violate standard model expectations. This E8-qCD bridge establishes geometric phase entanglement as the hidden variable governing quantum-to-classical transition in strong interaction systems. Author: Andrew Stewart Caldin, Independent Researcher, UK. Part of the E8 Intelligence Research series. Platform: e8intelligence.com