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5 Results Found

  • Article
  • Open Access
329 Views
12 Pages

28 August 2026

In this paper, we obtain new estimates for the error function of the Hermitian interpolating polynomial for functions in Cn[a,b]. Specifically, explicit and sharp estimates are derived over the Lp norms (for 1≤p≤∞) of the n-th derivative,...

(This article belongs to the Special Issue Symmetry in Various Polynomial Applications)
  • Article
  • Open Access
5 Citations
7,795 Views
16 Pages

19 September 2011

This paper proposes a new approach to the seismic blind deconvolution problem in the case of band-limited seismic data characterized by low dominant frequency and short data records, based on Csiszár’s f-divergence. In order to model the probability...

  • Article
  • Open Access
13 Citations
4,525 Views
13 Pages

Entropic Divergence and Entropy Related to Nonlinear Master Equations

  • Tamás Sándor Biró,
  • Zoltán Néda and
  • András Telcs

11 October 2019

We reverse engineer entropy formulas from entropic divergence, optimized to given classes of probability distribution function (PDF) evolution dynamical equation. For linear dynamics of the distribution function, the traditional Kullback–Leible...

(This article belongs to the Special Issue Selected Papers from 15th Joint European Thermodynamics Conference)
  • Article
  • Open Access
2 Citations
2,945 Views
12 Pages

16 December 2021

In this paper, we introduce new divergences called Jensen–Sharma–Mittal and Jeffreys–Sharma–Mittal in relation to convex functions. Some theorems, which give the lower and upper bounds for two new introduced divergences, are p...

(This article belongs to the Special Issue Distance in Information and Statistical Physics III)
  • Article
  • Open Access
118 Views
28 Pages

21 October 2026

Extropy, the complementary dual of Shannon entropy, has Rényi and Tsallis generalizations. For finite discrete distributions, a general asymptotic theory for plug-in estimators of functionals F(p)=∑iϕ(pi) is available in an arXiv prep...

(This article belongs to the Special Issue Information-Induced Geometries in Statistics, Data Analysis, and Applied Research)