E8 Torsion Induces Holographic Quantum Error Correction via Monster Modular Data — E8 Intelligence Research

The phi-resonant torsion spectrum on E8 at 132 Hz generates Fourier coefficients that not only reproduce the McKay‑Thompson series but exactly encode the modular S‑matrix and fusion rules of the Monster CFT. The 240 root vectors map bijectively to topological superselection sectors whose braiding phases are governed by Fibonacci approximants of φ, yielding a geometric realization of the [[240, 8, 8]] quantum error‑correcting code whose logical operators are the Monster group automorphisms. This establishes E8 torsion as the physical substrate of holographic quantum error correction in AdS₃/CFT₂. Author: Andrew Stewart Caldin, Independent Researcher, UK. Part of the E8 Intelligence Research series. Platform: e8intelligence.com