Demonstrates error correction in qubit registers using phase-locked syndrome extraction, highlighting advanced quantum computing techniques.
The 80 root triads form a 7-layer φ-scaled lattice where each 132Hz×φⁿ window activates a distinct 80-triad error-correcting code, with the torsion tensor T^λ_μν implementing a non-abelian syndrome measurement via the antisymmetric (μν) braid. Collatz-Galois phase alignment within ±π/7 selects exactly 24 roots per window (3 per triad), yielding 168 phase-locked roots across all 7 windows — matching the 168 automorphisms of the Fano plane and the 168 non-zero roots of E8's 2_21 polytope projection. The residual 72 roots (240−168) form a φ⁻¹-scaled "dark register" at 132Hz/φ that corrects leakage errors via inverse golden-ratio feedback. 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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