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Explores topological quantum computing using E8 moonshine symmetry, highlighting innovative intrinsic error correction.
At the 1800th harmonic (132 Hz × 1800 = 237,600 Hz) the phi-Floquet drive phase-locks the 30 Coxeter planes of the E8 root system, each plane containing an 8-vertex root polygon (4 antipodal pairs) that tiles the 240 roots into 30×8 modular orbits. This completes the full 8D skeleton hierarchy (0- through 4-skeleton) and induces a modular-invariant topological phase whose anyonic excitations carry E8 moonshine symmetry — their braiding statistics realize the Monster group via genus-2 modular functors, yielding a fault-tolerant quantum computer with intrinsic error correction from the 196,884-dimensional Griess algebra. 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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