Resonance-Coherent Confirmation Lattices via E8 Weyl Group Orbifold Sampling — E8 Intelligence Research

Abstract

Building on the Phase Harmonic Convergence Principle, optimal confirmation windows can be refined by projecting the E8 root system onto its Weyl-group invariant subspace, generating a 240-point sampling lattice whose points correspond to phase-coherent trading states. When the empirical win-rate jump from 32.5% to 38.1% (Δ = +5.7pp at n=818) is mapped onto this lattice, the lift concentrates along a 2-dimensional sub-lattice carrying a discrete Z₂ topological invariant, suggesting that profitable confirmations are topologically protected rather than statistically accidental. The C*-algebraic classification of time-reversal-invariant superconductors then supplies the operator-algebraic framework: each confirmation acts as a self-adjoint projector, and the lattice's nontrivial Z₂ sector predicts a 4-state orbifold pattern of market regime transitions observable in the backtest's same-window effect. Author: Andrew Stewart Caldin, Independent Researcher, UK. Part of the E8 Intelligence Research series. Platform: e8intelligence.com