EPR paradox and Bell inequalities

Jaykov Foukzon, E.R. Men’kova, A. A. Potapov

Apoorva Patel

V. K. Ignatovich

Robert H. McEachern

The EPR Paradox and the quantum correlations described by Bell's Inequality theorem, are explained as arising from the behavior of entities that manifest only a single bit of information, such as noisy, band-limited, polarized coins.

Philip L. Bowers

Vladimir K. Ignatovich

The EPR paradox is shown to be a result of the wrong definitions in quantum mechanics of such physical quantities as momentum and position. The corrected definitions show that momentum and position of particles can be precisely defined simultaneously and uncertainty relations do not prevent it. Therefore, with correct definition of physical quantities in quantum mechanics, the paradox disappears. The Bohm Aharonov version of the EPR paradox is illustrated by the example of measuring the polarization of photon pairs. The common view of the two photon state radiated by a source is presented. The common Bell’s inequality is discussed and the simplest version of it for a specific hidden variable is derived. A possibility of an experimental study of whether a photon and its polarization are preexistent before measurements is considered.