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Аннотация:Bell's paradoxes, due to the fundamental properties of light and the nature of the photon, are discussed within a single framework with a
view to checking the hypothesis that a stationary, nonnegative, joint probability distribution function exists. This hypothesis, related to
the local theory of hidden parameters as a possible interpretation of quantum theory, enables experimentally veriéable Bell's inequal-
ities to be formulated. The dependence of these inequalities on the number of observers V is considered. Quantum theory predicts Bell's
inequalities to break down in optical experiments. It is shown that as V increases, requirements on the quantum effectiveness of the
detector, Z, are reduced from Z > 2=3 at V 2 to Z > 1=2 for V ! 1. Examples of joint probability distribution functions are given for
illustrative purposes, and a way to resolve the Greenberg ë Horne ë Zeilinger (GHZ) paradox is suggested.