Dergiler / Constructive mathematical analysis (Online) / 2019 / Cilt: 2 - Sayı: 3

Inequalities for Synchronous Functions and Applications

Inequalities for Synchronous Functions and Applications

SILVESTRU SEVER DRAGOMIR

Sayfa
109–123
DOI
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Abstract

Some inequalities for synchronous functions that are a mixture between Cebyšev’s and Jensen’s in-equality are provided. Applications for f-divergence measure and some particular instances including KullbackLeibler divergence, Jeffreys divergence and χ 2-divergence are also given.