AbstractThe concept of superquadratic functions in several variables, as a generalization of the same concept in one variable is introduced. Analogous results to results obtained for convex functions in one and several variables are presented. These include refinements of Jensen's inequality and its counterpart, and of Slater–Pečarić's inequality
AbstractIn this paper we use basic properties of superquadratic functions to obtain new inequalities...
In this paper we present some generalizations of the classical inequalities of Fejér for m-convex fu...
Some discrete inequalities of Jensen type for X-convex functions defined on convex subsets in real ...
AbstractThe concept of superquadratic functions in several variables, as a generalization of the sam...
AbstractT. Popoviciu (1965) [13] has proved an interesting characterization of the convex functions ...
We improve the classical Jensen inequality for convex functions by extending it to a wider class of ...
The paper focuses on the derivation of the integral variants of Jensen's inequality for convex funct...
AbstractA real function is called radially Q-differentiable at the point x if, for every real number...
In this paper some Fejér-type inequalities for superquadratic functionsare established, w...
The main results of this paper give a connection between strong Jensen convexity and strong convexit...
Two new classes of convex functions at a point are intro- duced and some interesting related results...
Two new classes of convex functions at a point are intro- duced and some interesting related results...
AbstractIn this paper we shall give a global upper bound for Jensen's inequality without restriction...
Some discrete inequalities of Jensen type for X-convex functions defined on convex subsets in real ...
In the first part of this master’s thesis, a convexity of functions of one variable is discussed. Fol...
AbstractIn this paper we use basic properties of superquadratic functions to obtain new inequalities...
In this paper we present some generalizations of the classical inequalities of Fejér for m-convex fu...
Some discrete inequalities of Jensen type for X-convex functions defined on convex subsets in real ...
AbstractThe concept of superquadratic functions in several variables, as a generalization of the sam...
AbstractT. Popoviciu (1965) [13] has proved an interesting characterization of the convex functions ...
We improve the classical Jensen inequality for convex functions by extending it to a wider class of ...
The paper focuses on the derivation of the integral variants of Jensen's inequality for convex funct...
AbstractA real function is called radially Q-differentiable at the point x if, for every real number...
In this paper some Fejér-type inequalities for superquadratic functionsare established, w...
The main results of this paper give a connection between strong Jensen convexity and strong convexit...
Two new classes of convex functions at a point are intro- duced and some interesting related results...
Two new classes of convex functions at a point are intro- duced and some interesting related results...
AbstractIn this paper we shall give a global upper bound for Jensen's inequality without restriction...
Some discrete inequalities of Jensen type for X-convex functions defined on convex subsets in real ...
In the first part of this master’s thesis, a convexity of functions of one variable is discussed. Fol...
AbstractIn this paper we use basic properties of superquadratic functions to obtain new inequalities...
In this paper we present some generalizations of the classical inequalities of Fejér for m-convex fu...
Some discrete inequalities of Jensen type for X-convex functions defined on convex subsets in real ...
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