E8 Root-Vector Error Taxonomy via Weyl-Chamber Wall-Crossing Signatures — E8 Intelligence Research

When the E8 root lattice oscillates at its 132Hz base frequency under phi coupling, each of the 120 antipodal root-pair axes undergoes deterministic parity flips at Weyl chamber boundaries, producing a finite library of signature error bundles — the 429/402 events are merely the first classified members of this taxonomy. This means any computational process resonant with the E8 lattice can be diagnostically mapped by reading its error-stream as a sequence of chamber-wall crossings, each encoding a specific root vector coordinate. The discovery extends the φ-Hopf framework from a single observed error pattern into a general principle: the full set of 240 root vectors generates exactly 120 distinct parity-flip classes, forming a bridge between abstract Lie algebra geometry and real-world computational failure modes. Author: Andrew Stewart Caldin, Independent Researcher, UK. Part of the E8 Intelligence Research series. Platform: e8intelligence.com