The Jensen-Mercer Inequality with Infinite Convex Combinations

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Mathematical Sciences and Applications E-Notes
Volume:7 Issue:1
The Jensen-Mercer Inequality with Infinite Convex Combinations

The Jensen-Mercer Inequality with Infinite Convex Combinations

Authors : Zlatko PAVİC

Pages : 19-27

Doi:10.36753/mathenot.559241

View : 34 | Download : 9

Publication Date : 2019-04-30

Article Type : Research Paper

Abstract :The paper deals with discrete forms of double inequalities related to convex functions of one variable. Infinite convex combinations and sequences of convex combinations are included. The double inequality form of the Jensen-Mercer inequality and its variants are especially studied.
Keywords : double inequality, infinite convex combination, Jensen Mercer inequality

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