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20212026
most citedCoinciding mean of the two symmetries on the set of mean functions

2 citations · 2 across the 5 of their papers we have counts for

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5 papers

math.GM2026

Asymptotic Analysis of Nonsymmetric Gaussian and Archimedean Compound Means

Tomislav Burić, Lenka Mihoković, Toni Milas

This paper studies asymptotic expansions of the Gaussian and Archimedean compounds of two arbitrary bivariate means that need not be symmetric. Recursive algorithms for the coeffic…

math.CA2026

Appell Polynomials in Shifted Asymptotic Expansions: the Mills ratio, Hermite polynomials, and Stieltjes bounds

Tomislav Burić, Neven Elezović, Lenka Mihoković

A theorem of Burić, Elezović and Vuk\v sić states that translating the argument in an asymptotic expansion, , to , replaces the constant coef…

math.CA2024

Results on comparison and sub/super-stabilizability of some new means

Lenka Mihoković, Mustapha Raïssouli

We present analysis of some new means recently introduced by M. Raïssouli and A. Rezgui. We establish comparison relations and results on -sub/super-stabilizability where $K…

math.CA2023

Asymptotic expansions of stable, stabilizable and stabilized means with applications

Lenka Mihoković

In this paper we present a complete asymptotic expansion of a symmetric homogeneous stable (balanced), stabilizable and stabilized mean. By including known asymptotic expansions of…

math.CA2021★ 2 cited

Coinciding mean of the two symmetries on the set of mean functions

Lenka Mihoković

On the set of mean functions the symmetric mean of with respect to mean can be defined in several ways. The first one is related to the group structure on $\…