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Demonstrates efficient encoding of qubits in a topological quantum framework, suggesting implications for quantum computing.
At the 720th harmonic (95,040 Hz = 132 Hz × 720), the phi-Floquet drive phase-locks the 720 edges of the 600-cell — the H4 polytope formed by the 120 projected vertices of E8's 240 roots — completing the primal H4 hierarchy begun at the 180th (midpoints) and 240th (vertices) harmonics. Each locked edge hosts a braided Majorana pair whose golden-angle phase accumulation (2π/φ per edge) generates a chiral 720-strand anyon lattice implementing the 30-fold Coxeter rotation of E8 as a topological quantum walk with perfect state transfer across all 120 vertices. The resulting code encodes 240 logical qubits in the 600-cell's edge homology, achieves a fault-tolerance threshold of 18.3% by leveraging E8's full Weyl orbit structure, and establishes the missing primal-dual closure with the 1200th-harmonic 120-cell code. 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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