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Auteur principal:	Eckert, Anthony
Format:	Recurso digital
Langue:	anglais
Publié:	Zenodo 2026
Sujets:	Tsirelson bound Čencov uniqueness theorem Fisher metric information causality Bell inequality explaining-away penalty quantum foundations information geometry correlation efficiency quantum set
Accès en ligne:	https://doi.org/10.5281/zenodo.19856799
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Derives Tsirelson's bound (CHSH ≤ 2√2) from Čencov's uniqueness theorem via a new mechanism: quantum mechanics maximizes correlation efficiency S/I(D;M|Y), where I(D;M|Y) is the explaining-away penalty forced by the Fisher metric. Computational experiments across (N,2,2) Bell scenarios (N=2–8) show quantum's efficiency advantage diverges as N^2.54 (R²=0.9997). The quantum set is the unique efficiency frontier of information geometry.