P-ADIC PROBABILITY INTERPRETATION OF BELLS-INEQUALITY

We study the violation of Bell's inequality using a p-adic generalizat ion of the theory of probability. p-adic probability is introduced as a limit of relative frequencies but this limit exists with respect to a p-adic metric. In particular, negative probability distributions are well defined on the basis of the frequency definition. This new type of stochastics can be used to describe hidden-variables distributions of some quantum models. If the hidden variables have a p-adic probabil ity distribution, Bell's inequality is not valid and it is not necessa ry to discuss the experimental violations of this inequality.