A Collection of Probabilistic Hidden-Variable Theorems and Counterexamples

Details A Collection of Probabilistic Hidden-Variable Theorems and Counterexamples A Collection of Probabilistic Hidden-Variable Theorems and Counterexamples

1996-10-08

arxiv.org/abs/quant-ph/9610010v2

Physics

Quantum Physics

20 pages latex. To appear in Nuovo Cimento. Presented Sept. 17, 1996 in Florence at a symposium in honor of Giuliano Toraldo d

Scientific paper

The purpose of this article is to formulate a number of probabilistic hidden-variable theorems, to provide proofs in some cases, and counterexamples to some conjectured relationships. The first theorem is the fundamental one. It asserts the general equivalence of the existence of a hidden variable and the existence of a joint probability distribution of the observed quatities, whether finite or continuous.

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