On Bell-type inequalities
Part I. Invited Papers Dedicated to Constantin Piron
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Abstract
A Bell-type inequality is defined as an inequality of the type 0⩽L⩽1,where L is a linear combination with real coefficients of probabilities p i and joint probabilities p ij ,p ijk ,...,p l ,...,n corresponding to n events. A general theorem on the validity of such inequalities in correspondence to physical assumptions about commutativity or noncommutativity is given. Examples and possible physical applications are discussed.
Keywords
Linear Combination Physical Application Joint Probability General Theorem Real Coefficient
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© Plenum Publishing Corporation 1994