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1. SEVERAL INEQUALITIES WITH POSITIVE LINEAR FUNCTIONALS.

Author

PAVIĆ, ZLATKO

Subjects
*LINEAR equations, *FUNCTIONAL analysis, *ARITHMETIC, *AFFINE algebraic groups, *AFFINE geometry
Abstract

In this paper, we combine the application of different forms of Jensen's inequality to convex and affine combinations. Using this approach we obtained several extensions of the functional form of Jensen's inequality for affine combinations of real valued functions. One of the resulting inequalities is applied to quasi-arithmetic means. [ABSTRACT FROM AUTHOR]

Published
2014

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