|
Abstract
|
One of the fundamental inequalities which is used in many inequities is
Jensen inequality. In fact, it is a base of some inequality such as the arithmetic mean, harmonic mean inequality also in inequality with respect to
entropies and information theory. The purpose of this research paper is to
give a new interesting refinement of Jensen inequality for two particular
finite sequences by using uniformly convex function. Also, we give some
applications of this in information theory.
|