AbstractUsing the theory of majorization, new inequalities for convex sequences are proved. A necessary and sufficient condition for a convex sequence is established. This reveals an important relationship between the convex sequence and the majorized inequality. Finally, some applications of our new inequalities and some improvements of certain known results are presented
Abstract. In this paper, we give some identities for the difference of majorization inequality by us...
By majorization approaches, some known results on monotonicity of the arithmetic means of convex an...
This paper begins with a rigorous study of convex functions with the goal of developing the majoriza...
AbstractUsing the theory of majorization, new inequalities for convex sequences are proved. A necess...
In this paper we extend the majorization theorem from convex to covexifiable functions, in particula...
In this paper we extend the majorization theorem from convex to covexifiable functions, in particula...
>The notion of majorization arose as a measure of the diversity of the components of an n-dimensiona...
Abstract In the article, we present several majorization theorems for strongly convex functions and ...
Some majorisation type discrete inequalities for convex functions are established. Two applications ...
Some majorisation type discrete inequalities for convex functions are established. Two applications ...
Inequalities of the majorisation type for convex functions and Stieltjes integrals are given. Appli...
Some majorisation type discrete inequalities for convex functions are established. Two applications ...
AbstractIn this paper we generalize results on convex sequences and convex functions due to Wu and D...
Some majorisation type discrete inequalities for convex functions are established. Two applications ...
AbstractThe resemblance between the Horn–Thompson theorem and a recent theorem by Dacorogna–Marcelli...
Abstract. In this paper, we give some identities for the difference of majorization inequality by us...
By majorization approaches, some known results on monotonicity of the arithmetic means of convex an...
This paper begins with a rigorous study of convex functions with the goal of developing the majoriza...
AbstractUsing the theory of majorization, new inequalities for convex sequences are proved. A necess...
In this paper we extend the majorization theorem from convex to covexifiable functions, in particula...
In this paper we extend the majorization theorem from convex to covexifiable functions, in particula...
>The notion of majorization arose as a measure of the diversity of the components of an n-dimensiona...
Abstract In the article, we present several majorization theorems for strongly convex functions and ...
Some majorisation type discrete inequalities for convex functions are established. Two applications ...
Some majorisation type discrete inequalities for convex functions are established. Two applications ...
Inequalities of the majorisation type for convex functions and Stieltjes integrals are given. Appli...
Some majorisation type discrete inequalities for convex functions are established. Two applications ...
AbstractIn this paper we generalize results on convex sequences and convex functions due to Wu and D...
Some majorisation type discrete inequalities for convex functions are established. Two applications ...
AbstractThe resemblance between the Horn–Thompson theorem and a recent theorem by Dacorogna–Marcelli...
Abstract. In this paper, we give some identities for the difference of majorization inequality by us...
By majorization approaches, some known results on monotonicity of the arithmetic means of convex an...
This paper begins with a rigorous study of convex functions with the goal of developing the majoriza...