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- Title
Entropy and Non-Equilibrium Statistical Mechanics.
- Authors
Kovács, Róbert; Scarfone, Antonio M.; Abe, Sumiyoshi
- Abstract
In this paper, "Classical Model of Quons", by G. Kaniadakis and A. M Scarfone [[1]] by using a kinetic interaction principle an evolution equation describing quons statistics is proposed by properly generalizing the inclusion/exclusion principle of standard boson and fermion statistics. In the paper "A Note on the Entropy Force in Kinetic Theory and Black Holes" by R. A. Treumann and W. Baumjohann [[4]] is derived a kinetic equations of a large system of particles including a collective integral term to the Klimontovich equation for the evolution of the signle-particle distribution function. Here, the novelty is to endow great importance for the entropy balance equation in updating the state variables, thus the numerical compatibility with the second law of thermodynamics is ensured.
- Subjects
NONEQUILIBRIUM statistical mechanics; ENTROPY; SECOND law of thermodynamics; QUANTUM field theory; STATISTICAL thermodynamics; CONSERVATION laws (Mathematics)
- Publication
Entropy, 2020, Vol 22, Issue 5, p507
- ISSN
1099-4300
- Publication type
Editorial
- DOI
10.3390/e22050507