Particular example of the behaviour of Feynman-like stochastic paths considered as real space-time physical random motions in the causal stochastic interpretation of quantum mechanics

Abstract

The causal stochastic interpretation of quantum mechanics implies a positive real probability (determined by a path integral) for the localized particle aspect of individūal micro-objects which travel along a random path in ( χ, t) from an initial to a final position. This method is used to calculate how the probability distribution P( χ, t) of “controlled” or ‘guided” particles (initi ally placed at a fixed position) in a plane wave ψ( χ, t) reaches the usual quantum statistical probability distribution.