This article derives the gauge group from Clifford algebra using two converging pathways, implying new insights into gauge symmetry.
Starting from the sole axiom δ (Zero Motion) of Conjugate Spectral Geometry, this article derives the Clifford algebraic origin of the Standard Model gauge group . Gauge symmetry is not a fundamental input, but an emergent structure arising from the triality interactions of Cl(8) under the three-sector decomposition. Direct embedding of into encounters an algebraic obstruction. This article presents two pathways out: the complexification route and the triality route. The two routes converge at the fixed point of the Birkhoff Polytope, yielding the cross-region information import locking of gauge couplings.
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guobin ouyang (2026) studied this question.
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