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A Rooted Tree Whose Lower Bound of Average Description Length Is Given by Tsallis Entropy
British Library Conference Proceedings | 2007| -
The Unique Non Self-Referential q-Canonical Distribution and the Physical Temperature Derived from the Maximum Entropy Principle in Tsallis Statistics
British Library Conference Proceedings | 2006| -
Combinatorial basis and non-asymptotic form of the Tsallis entropy function
Online Contents | 2008| -
Mathematical structures derived from the q-multinomial coefficient in Tsallis statistics
British Library Online Contents | 2006| -
Large deviation estimates involving deformed exponential functions
British Library Online Contents | 2015| -
Combinatorial basis and non-asymptotic form of the Tsallis entropy function
Springer Verlag | 2008| -
The Unique Non Self-Referential q-Canonical Distribution and the Physical Temperature Derived from the Maximum Entropy Principle in Tsallis Statistics
British Library Conference Proceedings | 2006| -
Combinatorial basis and non-asymptotic form of the Tsallis entropy function
Online Contents | 2008| -
Generalization of Shannon-Khinchin Axioms to Nonextensive Systems and the Uniqueness Theorem for the Nonextensive Entropy
British Library Online Contents | 2004| -
Nonextensive entropies derived from form invariance of pseudoadditivity
British Library Online Contents | 2002| -
Nonextensive entropies derived from form invariance of pseudoadditivity
British Library Online Contents | 2002| -
Tsallis Differential Entropy and Divergences Derived from the Generalized Shannon-Khinchin Axioms
British Library Conference Proceedings | 2009|
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