A discussion of aspects of probability relevant to the differing interpretations of quantum
theory is given, followed by an account of so-called orthodox interpretations of quantum …

The aim of this book is to show that the probabilistic formalisms of classical statistical
mechanics and quantum mechanics can be unified on the basis of a general contextual …

[en] The paper re-examines critically the problem of the equivalence between the stochastic
and the quantum-mechanical descriptions of the evolution of physical systems. After a short …

We study the problem of correspondence between classical and quantum statistical models.
We show that (contrary to a rather common opinion) it is possible to construct a natural pre …

Arguments are given in favor of a stochastic theory of quantum mechanics, clearly
distinguishable from Brownian motion theory. A brief exposition of the phenomenological …

It is shown that the stochastic model of Fényes and Nelson can be generalized in such a
way that the diffusion constant of the Markov theory becomes a free parameter. This extra …

[en] The subquantal aether could carry the waves and particles utilized in the stochastic
interpretation of Quantum Mechanics. Starting from Dirac's covariant aether model one …

We formulate from first principles a theory of stochastic processes in configuration space.
The fundamental equations of the theory are an equation of motion which generalizes …

In this paper we explore the mathematical and epistemological connections between the
stochastic derivation of the Schrödinger equation and the one proposed by ourselves in …

We develop a prequantum classical statistical model in that the role of hidden variables is
played by classical (vector) fields. We call this model Prequantum Classical Statistical Field …