New refinements of the jensen-mercer inequality associated to positive n -tuples

HIGHLIGHTS

• who: M. Adil Khan from the (UNIVERSITY) have published the paper: New refinements of the Jensen-Mercer inequality associated to positive n -tuples, in the Journal: (JOURNAL)
• what: In this manuscript the authors propose new refinements for the Jensen-Mercer as well as variant of the Jensen-Mercer inequalities associated to certain positive tuples.

SUMMARY

The celebrated Jensen inequality states that if is an interval in R, yj ∈, ζj ∈ R+ (j=1, 2,.., n), and ψ: I → R is a convex function, then ! Pn Pn γ=1 ζγ ψ(yγ ) γ=1 ζγ yγ Pn Pn. (1 . . .

 



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