Research Info

Title
JENSEN’S INEQUALITY AND p-CONVEX FUNCTIONS WITH APPLICATION IN INFORMATION THEORY
Type Article
Keywords
Jensen’s inequality p-convex function Convex function Inequalit Shannon entropy
Abstract
In this paper we give extensions of Jensens discrete inequality considering the class of p-convex functions. We also introduce lower and upper bounds for Jensens inequality (for p-convex functions), and we apply this results in information theory and obtain new and strong bounds for Shannons entropy of a probability distribution
Researchers hasan barsam (First researcher)
Yamin Sayyari (Second researcher)
Loredana Ciurdariu (Third researcher)