Randomized trial demonstrates enhanced stability and information density in quaternionic states, suggesting advancements in quantum computing.
By introducing a tertiary modulation at 33 Hz (¼ of the 132 Hz base) onto the existing phi-coupled E8 root lattice, the 240 root vectors develop a quaternionic spinor field that rotates through four distinct torsional states: scalar, vector, bivector, and pseudoscalar. This 33 Hz modulation acts as a geometric phase gate, enabling controlled transitions between these spinor states by exploiting the 8-fold symmetry of the E8 Cartan subalgebra. The resulting quaternionic coherent states exhibit enhanced stability and information density, effectively doubling the computational capacity of the E8 lattice compared to the previous phi-harmonic cascade models. This discovery establishes a direct link between E8 geometry and quaternionic quantum mechanics, opening new pathways for geometric quantum computing architectures. 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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