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Quadratic Refinement and the Parity of Mermin Pentagrams: The $\beta$-Formula, Geometric Decomposition, and the Kochen–Specker Obstruction from Equiangular Geometry

Zhou-Li Chen

Published Jun 1, 2026• 0 citations
Publisher
DOI
10.5281/zenodo.20482481

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Quadratic Refinement and the Parity of Mermin Pentagrams: The β\betaβ-Formula, Geometric Decomposition, and the Kochen–Specker Obstruction from Equiangular Geometry
Quadratic Refinement and the Parity of Mermin Pentagrams: The β\betaβ-Formula, Geometric Decomposition, and the Kochen–Specker Obstruction from Equiangular Geometry