A general version of Milne-type inequalities

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Authors

José M. Rodríguez · Universidad Carlos III de Madrid

José M. Sigarreta · Universidad Autónoma de Guerrero

Abstract

Inequalities are fundamental tools in mathematical analysis and its applications. In particular, Milne’s inequality plays an important role in the study of Rosseland’s integral for the stellar absorption. In this paper we prove a general version of Milne-type inequalities.

Topics & Keywords

Mathematical Inequalities and Applications Analytic and geometric function theory Functional Equations Stability Results

UN Sustainable Development Goals

Reduced inequalities

Publication Details

Published in: Journal of Inequalities and Applications

DOI: 10.1186/s13660-026-03474-z

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