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Apr 13, 2018Open AccessArticle
In 2017 we published a new theory under the title: physics of the relativistic giant atom [1], where we suggested an alternative solution for the theory of special relativity. Some points were ambigious. Here in this present article we rewrite the same paper with clarification of the ambigios points, and with adding new ideas. If the original relativity says: the relativistic mass m(v) of a particle increases and its relativistic ...
Jan 11, 2018Open AccessArticle
In this article, we
proposed a method for describing the evolution of quantum physical systems. We define
the action integral on the functional space and the entropy of distribution of
observable values on the set of quantum states. Dynamic of quantum system in
this article is described as dynamical system represented by one parametric semi
group which is extremal of this action integral. Evol ...
Sep 15, 2017Open AccessArticle
The nonlocalities in
quantum theory (QT) (the most famous example is expressed in the violation of
Bell’s inequality in experiments) impede the construction of a local causal
model of QT including quantum field theory (QFT). The laws of collective
behavior may be considered to be types of nonlocal laws: laws that apply to
the collection of system components as a whole. The article presents a proposal
for the treatment of the non ...
Jun 23, 2017Open AccessArticle
The Lorentz transformation properties of charge
current four vector for Dirac spinor particles are examined once more
especially for the zitterbewegung terms which are integral parts of this theory.
Feb 08, 2017Open AccessArticle
The enterprise to construct a local causal model of quantum theory (QT), including quantum field theory (QFT), resulted in the identification of “quantum objects” as the elementary units of causality and locality. Quantum objects are collections of particles (including single particles) whose collective dynamics and measurement results can only be described by the laws of QT/ QFT. Quantum objects run autonomously with system state update frequency based on their local proper time and with no or ...
May 17, 2016Open AccessArticle
The paper discusses two cases showing crucial effects of
error correction. It proves that contrary to the common belief, the electronic
state of atoms having more than one electron has a multiconfiguration structure
and that the central field approximation provides an inadequate description of
the wave function. Fundamental isospin properties prove that baryonic quarks
(like those of the ...
Oct 22, 2015Open AccessArticle
By starting from a quaternionic separable Hilbert space as a base model,
the paper uses the capabilities and the restrictions of this model in order to
investigate the origins of the electric charge and the electric fields. Also,
other discrete properties such as color charge and spin are considered. The
paper exploits all known aspects of the quaternionic number system and it uses
quaternionic differential calculus rather than Maxwell based differential
calculus. The paper presents fields as mo...
Jul 20, 2015Open AccessArticle
The appearance of time advance (due to distortion by the nonresonant
background) instead of the expected time delay in the region of a
compoundnucleus resonance in the centerofmass (C) system is known. Here at
the same conditions we study cross sections and durations of the neutronnucleus
scattering in the laboratory (L) system. Here there are a review of papers
where it is shown that such time advance is a virtual paradox and in the
Lsystem the timeadvance phenomenon does not occur and...
Jun 25, 2015Open AccessArticle
Some special matrices can really help us to construct more than two
mutually unbiased maximally entangled bases in C^{2}C^{4}. Through detailed
analysis of the necessary and sufficient conditions of two maximally entangled
bases to be mutually unbiased, we find these special matrices. Taking one such
kind of matrix, we present the steps of constructing five mutually unbia...
May 28, 2015Open AccessArticle
We discuss an alternative version of nonrelativistic Newtonian mechanics
in terms of real Hilbert space mathematical framework. It is demonstrated that
the physics of this scheme is in accordance with the standard formulation.
HeisenbergSchrodinger nonrelativistic quantum mechanics is considered adequate
and complete. Since the suggested theory is dispersion free, linear superposition
principle is not violated but cannot affect results of measurements due to
spectral decomposition theorem for...
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