22 март 2023
Koleva M..
(
Мария Колева;
)
Abstract
The subject of the present paper is to prove that the recently introduced conjecture of boundedness puts a ban over the view of stability as asymptotic property. This result comes in sharp contrast with the prescription of the traditional thermodynamics and statistical physics which consider the existence of equilibrium as asymptotic property of all systems. The difference commences from the use of infinitesimal calculus as the basic implement for modelling by the latter while the primary premise of the conjecture of boundedness is sustaining the energy/matter/information permanently bounded and finite. The latter property overrules the infinitesimal calculus as the major implement of modelling because, among all, it is proven that the traditional one suffers unsoluble difficulties.
Journal of Modern Physics, 14, 4, SCIRP, 2023, ISSN:ISSN Online: 2153-120X, DOI:10.4236/jmp.2023.144026, 450-460 Международно академично издателство
https://www.scirp.org/journal/paperinformation?paperid=123789
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