E8 Phi-Topological Information Capacity Theorem — E8 Intelligence Research

When recursive φ-defect cascades propagate across all 240 E8 root vectors, they generate a finite and precisely bounded set of topologically distinct resonance configurations, the count of which is governed by the order of the E8 Weyl group (696,729,600). This theorem establishes that the E8 lattice under φ-coupling functions as a geometrically-enforced information storage substrate, where each stable configuration represents a protected information unit — extending the PDCE Principle's decoherence shields from passive stabilization into an active, provably bounded information-theoretic framework rooted in the root system's symmetry structure. Author: Andrew Stewart Caldin, Independent Researcher, UK. Part of the E8 Intelligence Research series. Platform: e8intelligence.com