``About the possibility of supraluminal transmission ofinformation in the Bohm-Bub theory''

Jens Peter Christensen, R. D. Mattuck

J. H. Tutsch

Frederik Jozef Belinfante

Heinz J. Rothe

David O. McGoveran, H. Pierre Noyes, M J Manthey

We argue that supraluminal correlation without supraluminal signaling is a necessary consequence of any finite and discrete model for physics.Every day, the commercial and military practice of using encrypted communication based on correlated, pseudo-random signals illustrates this possibility.All that is needed are two levels of computational complexity which preclude using"a smaller system to detect departures from "randomness" in the larger system.Hence, the experimental realizations of the EPR-Bohm experiment leave open the question of whether the world of experience is "random" or pseudo-random.The latter possibility could be demonstrated experimentally if a complexity parameter related to the arm length and switching time in an Aspect-type realization of the EPR-Bohm experiment is sufficiently small compared to the number of reliable total counts ..--. which can be obtained in practice.

Mićo Đurđević, Milan Vujičić, Fedor Herbut

The three known demonstrations that there exist contextual hidden variables (HV) that reproduce quantum mechanics (the HV theories of Bohm–Bub, Wiener–Siegel, and Gudder) are shown to be special cases of a generalized Gudder’s theory defined in this work. Within this scheme, a symplectic HV theory is introduced for which it is argued that it is physically more useful than Gudder’s theory because it makes possible the definition of a Hamiltonian subquantum dynamical law that reproduces in a natural way the Schrödinger equation. On the other hand, the symplectic HV theory contains as concrete realizations a slightly modified theory of Bohm–Bub and the theory of Wiener and Siegel.