Open AccessSTATISTICAL ORIGIN OF QUANTUM DESCRIPTION AND MIE-EINSTEIN FIELD PARADIGME
Author(s) -
Yu. P. Rybakov
Publication year - 2020
Publication title -
metafizika
Language(s) - English
Resource type - Journals
ISSN - 2224-7580
DOI - 10.22363/2224-7580-2020-3-57-63
Subject(s) - einstein , representation (politics) , physics , quantum , field (mathematics) , statistical physics , soliton , basis (linear algebra) , nonlinear system , classical mechanics , statistical mechanics , theoretical physics , quantum mechanics , mathematics , pure mathematics , geometry , politics , political science , law
We discuss the statistical origin of quantum theoretical description and show that within the scope of the Mie-Einstein field approach, with particles being considered as lumps of some material field satisfying nonlinear equations, such a description appears to be natural and inevitable since it is impossible to specify initial conditions for the extended particle-soliton. Beside this, it is shown that on solitons’ basis, the special stochastic representation of quantum mechanics can be constructed, the latter one being equivalent to the theory of nonlocal hidden variables.