We present a detailed analysis of assumptions that J. Bell used to show that local realism contradicts QM. We find that Bell's viewpoint on realism is nonphysical, because it implicitly assume that observed physical variables coincides with ontic variables (i.e., these variables before measurement). The real physical process of measurement is a process of dynamical interaction between a system and a measurement device. Therefore one should check the adequacy of QM not to "Bell's realism," but to adaptive realism (chameleon realism). Dropping Bell's assumption we are able to construct a natural representation of the EPR-Bohm correlations in the local (adaptive) realistic approach.

Accardi, L., Khrennikov, A. (2007). Chameleon effect, the range of values hypothesis and reproducing the EPR-Bohm correlations. In Foundations of probability and physics - 4 (pp.21-29). Melville : American Institute of Physics [10.1063/1.2713443].

Chameleon effect, the range of values hypothesis and reproducing the EPR-Bohm correlations

ACCARDI, LUIGI;
2007-01-01

Abstract

We present a detailed analysis of assumptions that J. Bell used to show that local realism contradicts QM. We find that Bell's viewpoint on realism is nonphysical, because it implicitly assume that observed physical variables coincides with ontic variables (i.e., these variables before measurement). The real physical process of measurement is a process of dynamical interaction between a system and a measurement device. Therefore one should check the adequacy of QM not to "Bell's realism," but to adaptive realism (chameleon realism). Dropping Bell's assumption we are able to construct a natural representation of the EPR-Bohm correlations in the local (adaptive) realistic approach.
International conference on foundations of probability and physics-4
Vaxjo (Sweden)
2006
Rilevanza internazionale
su invito
2007
Settore MAT/06 - PROBABILITA' E STATISTICA MATEMATICA
English
Bell's inequality; assumptions; Kolmogorov probability space; probabilistic and quantum contextualities; forward and backward dynamics; Kolmogorov equations; adaptive measurement; chameleon effect; the range of values hypothesis
Intervento a convegno
Accardi, L., Khrennikov, A. (2007). Chameleon effect, the range of values hypothesis and reproducing the EPR-Bohm correlations. In Foundations of probability and physics - 4 (pp.21-29). Melville : American Institute of Physics [10.1063/1.2713443].
Accardi, L; Khrennikov, A
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/2108/44043
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