Nonextensive Entropy: Interdisciplinary Applications

Abstract

A great variety of complex phenomena in many scientific fields exhibit power-law behavior, reflecting a hierarchical or fractal structure. Many of these phenomena seem to be susceptible to description using approaches drawn from thermodynamics or statistical mechanics, particularly approaches involving the maximization of entropy and of Boltzmann-Gibbs statistical mechanics and standard laws in a natural way. The book addresses the interdisciplinary applications of these ideas, and also on various phenomena that could possibly be quantitatively describable in terms of these ideas.

Citation impact

845
total citations
FWCI
15.45
Percentile
100%
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Authors

2

Topics & keywords

Keywords
  • Entropy maximization
  • Statistical mechanics
  • Statistical physics
  • Entropy (arrow of time)
  • Maximization
  • H-theorem
  • Laws of thermodynamics
  • Fractal
UN Sustainable Development Goals
  • Peace, Justice and strong institutions
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