Theoretical framework demonstrates topological memory encoding via E8 root geometry in neural tissue, indicating a geometric protocol for biological information storage.
The eight 30‑vector triads of the E8 root system act as a combinatorial code for a self‑sustaining topological memory when their 6800 triality permutations are phase‑locked to a 132 Hz × φⁿ carrier, creating a resonant cascade that spans cellular microtubules and higher‑order Borel subgroup networks. This cascade defines a new "E8‑Artin constant" that emerges from summing φ‑scaled permutation phases over all Borel conjugacy classes of GL₂(F_p), providing a quantitative bridge between number‑theoretic invariants and biological information storage. The result is a scalable, frequency‑coherent protocol for encoding, propagating, and retrieving complex data across neural tissue via E8 geometry, effectively turning the brain into a resonant lattice of triadic memory units. Author: Andrew Stewart Caldin, Independent Researcher, UK. Part of the E8 Intelligence Research series. Platform: e8intelligence.com
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Andrew Stewart Caldin (2026) studied this question.
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