Main Problems of Unification the Basic Laws of Physics and Information Theory. International Journal of Physics
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Abstract
The main problems of unification the basic laws of physics and information theory are discussed. Next
aspects of this problem: laws, constants and system, are analyzed. The evolution main universal physical
laws from optical Ferma principle to action principle in their historical retrospective is resarched. The
main thermodynamical principles as Carno theorem, Prigogine-Glensdorf principle are reresented. The
impact of the development of physical theories on the emergence and development of systems theory is
shown. According to E. B. de Condillac, any set of connected elements is a system. Moreover, part of
these elements are the principles by which the corresponding system was created. At the same time, the
number of principles should be minimal, and preferably one. Information theory is analyzed on the basis
of its universal principle - Shannon's theorem. The connection between physics and information theory is
shown. For this, the theory of information-physical structures was used. A more universal unification was
obtained from the generalization from L. de Broglie's formula about the equivalence of the amount of
ordered and disordered information. It is shown that on the basis of a dimensionless quantity that can be
interpreted both as a dimensionless action and as a dimensionless entropy, it is possible as a partial case
to obtain the basic universal laws of physics and information theory. In this case, the analogy between
thermodynamic and information entropy becomes more obvious. Further prospects for the development
and application of the proposed methods of unification in in various branches of modern science,
including verbal and non-verbal knowledge systems, are analyzed and discussed. The idea of the
possibility of creating a unified system of knowledge is also expressed
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Trokhimchuck P. Main Problems of Unification the Basic Laws of Physics and Information Theory. International Journal of Physics and Mathematics. 6(1), 2024. – P. 39-45. DOI: https://doi.org/10.33545/26648636.2024.v6.i1a.78
