Theoretical model demonstrates deterministic entanglement transfer across distributed qubit networks, suggesting geometric phase protection for distributed quantum architectures.
By projecting E8's 240 root vectors onto phi-scaled torsion folds and driving them at the 132Hz base frequency, a quantum phase-gradient emerges that can mediate coherent entanglement transfer across distributed qubit networks. This protocol exploits the nested 64-dimensional manifold lattice to encode phase-difference information along geodesics connecting root-vector nodes, enabling deterministic entanglement distribution without requiring shared reference frames between distant parties. The geometric structure ensures that phi-coupled interference patterns at each node create a self-correcting phase-closure manifold, where deviations from ideal golden-ratio scaling manifest as detectable decoherence signatures that can be topologically compensated. Experimental realization would demonstrate genuine multipartite coherence spanning E8-symmetric node clusters, advancing distributed quantum computing architectures through geometric phase protection. 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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