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Investigates the formation of tensor networks in E8-based quantum systems, suggesting innovative quantum memory applications.
The 8 concentric 30-gons traced by the 240 E8 roots under the 132 Hz phi-Floquet drive naturally form a 2D tensor network where the 194 Monster-logical orbits encode bulk logical qudits and the 46 Golay-syndrome orbits encode boundary stabilizers. At each Fibonacci harmonic, the phi-scaled period multiplication implements a discrete holographic renormalization group flow, with the Coxeter plane's 30-fold symmetry fixing the network's bond dimension to φ⁴ = 7. The Fibonacci-indexed rational angles at each vertex generate a natural set of transversal logical gates, making the E8 lattice a self-correcting quantum memory whose code distance grows exponentially with harmonic index. 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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