We give a reverse inequality involving the elementary symmetric function by use of the Schur harmonic convexity theory. As applications, several new analytic inequalities for the n-dimensional simplex are established
In the present paper, we discuss the basic properties of a type of symmetric mean values. Such resu...
A refinement and a new sharp reverse of Jensen's inequality for convex functions in terms of divided...
We establish Schur-convexities of two types of one-parameter mean values in variables. As applicat...
We investigate the Schur harmonic convexity for two classes of symmetric functions and the Schur mul...
We prove that the Hamy symmetric function is Schur harmonic convex for . As its applications, so...
The Schur-concavity and the Schur-geometrically convexity of dual form for the elementary symmetric...
In the article, we provide the Schur, Schur multiplicative, and Schur harmonic convexities propertie...
We prove that the complete elementary symmetric function cr = cr(x) = C[r]n (x) =∑ i1+···+in=r x i1...
(communicated by V. Volenec) Abstract. Some sufficient or necessary conditions for Schur-convexity o...
In this study, we derive a reverse inequality of the triangle inequality under various conditions. I...
We establish Schur-convexities of two types of one-parameter mean values in n variables. As applicat...
By applying techniques in the theory of convex functions and Schur-geometrically convex functions, t...
In this paper, the notion of harmonic symmetricity of functions is introduced. A new identity involv...
We establish Schur-convexities of two types of one-parameter mean values in n variables. As applicat...
AbstractA matrix reverse Hölder inequality is given. This result is a counterpart to the concavity p...
In the present paper, we discuss the basic properties of a type of symmetric mean values. Such resu...
A refinement and a new sharp reverse of Jensen's inequality for convex functions in terms of divided...
We establish Schur-convexities of two types of one-parameter mean values in variables. As applicat...
We investigate the Schur harmonic convexity for two classes of symmetric functions and the Schur mul...
We prove that the Hamy symmetric function is Schur harmonic convex for . As its applications, so...
The Schur-concavity and the Schur-geometrically convexity of dual form for the elementary symmetric...
In the article, we provide the Schur, Schur multiplicative, and Schur harmonic convexities propertie...
We prove that the complete elementary symmetric function cr = cr(x) = C[r]n (x) =∑ i1+···+in=r x i1...
(communicated by V. Volenec) Abstract. Some sufficient or necessary conditions for Schur-convexity o...
In this study, we derive a reverse inequality of the triangle inequality under various conditions. I...
We establish Schur-convexities of two types of one-parameter mean values in n variables. As applicat...
By applying techniques in the theory of convex functions and Schur-geometrically convex functions, t...
In this paper, the notion of harmonic symmetricity of functions is introduced. A new identity involv...
We establish Schur-convexities of two types of one-parameter mean values in n variables. As applicat...
AbstractA matrix reverse Hölder inequality is given. This result is a counterpart to the concavity p...
In the present paper, we discuss the basic properties of a type of symmetric mean values. Such resu...
A refinement and a new sharp reverse of Jensen's inequality for convex functions in terms of divided...
We establish Schur-convexities of two types of one-parameter mean values in variables. As applicat...
DOI
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