Characterization and deduction of bell-type inequalities

E. G. Beltrametti

C. Del Noce

Maçzyński

pp. 35-41

in: Claudio Garola, Arcangelo Rossi (eds), The foundations of quantum mechanics, Berlin, Springer, 1995

Abstract

The problem of the intrinsic characterization of classical probabilities is considered. A theorem is given which specifies when an inequality of the form 0 ≤ L ≤ 1, where L is a linear combination of the observed probabilities, is a condition for classical representability. An algorithm, based on Boole's theory, that generates Bell-type inequalities for given empirical situations is illustrated.