Metric Bell Inequalities, relative measure of probability and the geometry of hidden variable space

Rok, strany: 1993, 111 - 134

Metric inequalities for correlations in Bell's scheme of LHV can be interpreted as a consequence of the isotropy of the hidden variable space in relation to the space elements defined by measuring devices. The destroyed isotropy of such a space leads to the concept of relative measure of probability, which allows us to describe correctly the quantum mechanical results. For retaining the Einstein's locality the necessity of the only relative description of the space-like correlations must be accepted.

ISO 690:

Vinduška, M. 1993. Metric Bell Inequalities, relative measure of probability and the geometry of hidden variable space. In Tatra Mountains Mathematical Publications, vol. 3, no.2, pp. 111-134. 1210-3195.

APA:

Vinduška, M. (1993). Metric Bell Inequalities, relative measure of probability and the geometry of hidden variable space. Tatra Mountains Mathematical Publications, 3(2), 111-134. 1210-3195.