Tsallis entropy - Wikipedia
WebDefinition. Cross-entropy. Properties. Identities. Non-additivity. Exponential families. Applications. Generalized entropies. See also. References. Further reading. External links. Tsallis entropy. In physics, the Tsallis entropy is a generalization of the standard Boltzmann–Gibbs entropy.
Tsallis statistics - Wikipedia
WebThe term Tsallis statistics usually refers to the collection of mathematical functions and associated probability distributions that were originated by Constantino Tsallis. Using that collection, it is possible to derive Tsallis distributions from …
Constantino Tsallis - Wikipedia
WebConstantino Tsallis (/ ˈ s æ l ɪ s /; Greek: Κωνσταντίνος Τσάλλης; born 4 November 1943) is a naturalized Brazilian physicist of Greek descent, working in Rio de Janeiro at Centro Brasileiro de Pesquisas Físicas (CBPF), Brazil.
Entropy | Special Issue : Tsallis Entropy - MDPI
WebJul 31, 2011 · Tsallis entropy, Sq, is the basis of the so called nonextensive statistical mechanics, which generalizes the Boltzmann-Gibbs theory. Tsallis statistics has been found applications to a wide range of phenomena in diverse disciplines such as physics, chemistry, biology, medicine, economics, geophysics etc.
Coherence measure in terms of the Tsallis relative α entropy
WebJan 10, 2018 · 46 Citations. 1 Altmetric. Metrics. Abstract. Coherence is the most fundamental quantum feature of the nonclassical systems. The understanding of coherence within the resource theory has been...
WebJoseph Kapusta. School of Physics and Astronomy, University of Minnesota. May 19, 2021 Introduction. Tsallis Nonextensive Entropy. Tsallis Type III. Observations on the Three Types. Microcanonical Ensemble. Single Particle Distributions. Boltzmann Equation. High Energy Collision Phenomenology. Conclusion.
Entropy | Free Full-Text | Special Issue: Tsallis Entropy - MDPI
WebFeb 3, 2012 · Tsallis entropy, Sq, is the basis of the so called non-extensive statistical mechanics, which generalizes the Boltzmann-Gibbs theory. Tsallis statistics have found applications in a wide range of phenomena in diverse disciplines such as physics, chemistry, biology, medicine, economics, geophysics, etc.
Tsallis entropy: how unique? | Continuum Mechanics and
WebMay 6, 2003 · 21 Citations. Explore all metrics. Abstract. It is shown how, among a class of generalized entropies, the Tsallis entropy can uniquely be identified by the principles of thermodynamics, the concept of stability, and the axiomatic …
Tsallis entropy of uncertain random variables and its application
WebJul 31, 2021 · Tsallis entropy is a flexible extension of Shanon (logarithm) entropy. Since entropy measures indeterminacy of an uncertain random variable, this paper proposes the concept of partial Tsallis entropy for uncertain random …
Tsallis Statistics, Statistical Mechanics for Non-extensive …
WebMay 13, 2021 · Constantino Tsallis is a physicist who came up with a supposed solution, based on the idea of maximum entropy. One popular way to derive the (canonical) equilibrium probability distribution is the following.
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