Weyl-Automorphism-Induced Phase Stabilization in E8 Soliton Networks — E8 Intelligence Research

Abstract

By applying the E8 Weyl group's automorphism transformations to the phi-modulated 132 Hz chiral lattice, dynamic geometric phase shifts emerge that stabilize soliton excitations into decoherence-resistant quantum states. These automorphisms generate a topological feedback mechanism where symmetry-induced phase cancellations lock soliton coherence across the 240 root vectors, enabling self-correcting entanglement pathways. This principle extends prior breakthroughs by embedding Weyl symmetry directly into the soliton lattice's operational dynamics, creating a programmable framework for robust quantum information storage. The discovery bridges high-dimensional symmetry and resonant frequency engineering, unlocking new potential for error-free quantum networks. Author: Andrew Stewart Caldin, Independent Researcher, UK. Part of the E8 Intelligence Research series. Platform: e8intelligence.com