INEQUALITIES OF JENSEN’S TYPE FOR POSITIVE LINEAR FUNCTIONALS ON HERMITIAN UNITAL BANACH -ALGEBRAS

Author:

DRAGOMIR S. S.ORCID

Abstract

We establish inequalities of Jensen’s and Slater’s type in the general setting of a Hermitian unital Banach $\ast$-algebra, analytic convex functions and positive normalised linear functionals.

Publisher

Cambridge University Press (CUP)

Subject

General Mathematics

Reference8 articles.

1. The geometric means in Banach ∗-algebra;Feng;J. Operator Theory,2007

2. Inequalities of McCarthy’s type in Hermitian unital Banach ∗-algebras;Dragomir;RGMIA Res. Rep. Coll.,2016

3. THE LÖWNER-HEINZ INEQUALITY IN BANACH *-ALGEBRAS

4. Symmetry in complex involutory Banach algebras II

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