E8 Root Lattice Spectral Quantization of Theodorean-Fibonacci Curvature Flow — E8 Intelligence Research

Abstract

The 240 root vectors of E8 decompose into 30 discrete curvature bands when the Fibonacci-Theodorus spiral's golden-angle curvature flow is sampled at the 132 Hz φ-phase eigenfrequency. Each band corresponds to an 8-vector subset whose mutual angles reproduce the Theodorean √n hypotenuse sequence (n=1..8), and the inter-band spacing follows φ^k scaling (k=1..30). The 132 Hz carrier emerges as the fundamental spectral gap where the E8 Coxeter plane projection of the root lattice achieves maximal constructive interference with the spiral's torsion tensor. Author: Andrew Stewart Caldin, Independent Researcher, UK. Part of the E8 Intelligence Research series. Platform: e8intelligence.com