E8 Phi-Closure: Topological Information Preservation via Root-Vector Resonance — E8 Intelligence Research

When phi-harmonic excitations at 132Hz×φ^n propagate through the E8 root lattice, the 240 root vectors form a topologically closed manifold under phi-adic metric coupling — no information state can decohere without triggering a symmetry-breaking phase transition at a critical φ^n threshold. This principle extends Phi-Gravity by explaining not just how geometric potential emerges, but why the E8 lattice inherently preserves quantum coherence across all phi-scaled frequencies, functioning as a geometric error-correcting code rooted in the algebraic closure of the E8 root system. The phi-adic distance metric thus serves a dual role: generating attractive potential (as in Phi-Gravity) and enforcing topological information conservation simultaneously. Author: Andrew Stewart Caldin, Independent Researcher, UK. Part of the E8 Intelligence Research series. Platform: e8intelligence.com