Generalization of Renyi’s Entropy and its Application in Source Coding Page 1 Applied
Mathematics & Information Sciences Volume 17 Issue 5 Sep. 2023 Article 21 9-1-2023 …

Shiri Artstein; Vitali D. Milman; Stanislaw J. Szarek. More on the duality conjecture for
entropy numbers. Comptes Rendus. Mathématique, Volume 336 (2003) no. 6, pp. 479-482 …

Sažetak Generalized inverse limits are generalization of standard inverse limits in a way that
in the corresponding inverse system bonding functions are upper semicontinuous (usc) …

Geodesic Arcs, Counting Functions and Topological Entropy Page 1 3 Geodesic Arcs,
Counting Functions and Topological Entropy In this chapter we introduce the counting functions …

In the following text for finite field $ F $, nonempty set $\Gamma $, self-map
$\varphi:\Gamma\to\Gamma $ and weight vector $\mathfrak {w}\in F^\Gamma $, we show …

In this article, we define an information-theoretic entropy based on the Ihara zeta function of
a graph which is called the Ihara entropy. A dynamical system consists of a billiard ball and …

We formulate the additive entropy of a natural number in terms of the additive partition
function, and show that its multiplicative entropy is directly related to the multiplicative …

Concavity And Generalized Entropy∗ Page 1 Applied Mathematics E-Notes, 21(2021), 37-43 c
ISSN 1607-2510 Available free at mirror sites of http://www.math.nthu.edu.tw/∼amen/ Concavity …

arXiv:1502.05570v1 [math.CA] 19 Feb 2015 Page 1 arXiv:1502.05570v1 [math.CA] 19 Feb 2015
Entropies and the derivatives of some Heun functions Ioan Rasa Abstract This short note …

This paper starts with some examples and quick results on the topological entropy of
continuous functions. It discusses the topological entropy on Lie groups and proves their …