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Group Structure as a Foundation for Entropies
by
Piergiulio Tempesta
, Henrik Jeldtoft Jensen
in
Analysis
/ Astrophysics
/ composability
/ Data analysis
/ Entropy
/ Entropy (Information theory)
/ Entropy (Physics)
/ extensivity
/ Group theory
/ information theory
/ Physics
/ power laws
/ Probability
/ Probability distribution
/ Q
/ QB460-466
/ QC1-999
/ Science
/ Symmetry
/ Time series
2024
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Group Structure as a Foundation for Entropies
by
Piergiulio Tempesta
, Henrik Jeldtoft Jensen
in
Analysis
/ Astrophysics
/ composability
/ Data analysis
/ Entropy
/ Entropy (Information theory)
/ Entropy (Physics)
/ extensivity
/ Group theory
/ information theory
/ Physics
/ power laws
/ Probability
/ Probability distribution
/ Q
/ QB460-466
/ QC1-999
/ Science
/ Symmetry
/ Time series
2024
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Do you wish to request the book?
Group Structure as a Foundation for Entropies
by
Piergiulio Tempesta
, Henrik Jeldtoft Jensen
in
Analysis
/ Astrophysics
/ composability
/ Data analysis
/ Entropy
/ Entropy (Information theory)
/ Entropy (Physics)
/ extensivity
/ Group theory
/ information theory
/ Physics
/ power laws
/ Probability
/ Probability distribution
/ Q
/ QB460-466
/ QC1-999
/ Science
/ Symmetry
/ Time series
2024
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Journal Article
Group Structure as a Foundation for Entropies
2024
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Overview
Entropy can signify different things. For instance, heat transfer in thermodynamics or a measure of information in data analysis. Many entropies have been introduced, and it can be difficult to ascertain their respective importance and merits. Here, we consider entropy in an abstract sense, as a functional on a probability space, and we review how being able to handle the trivial case of non-interacting systems, together with the subtle requirement of extensivity, allows for a systematic classification of the functional form.
Publisher
MDPI AG,MDPI
Subject
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