Add to ORKGWe improve some inequalities involving the symmetric means. We also prove some mixed-mean inequalities for certain families of means
We study certain sequences involving sums of powers of positive integers and in connection with thi...
We consider weighted arithmetic means as, for example, \(\alpha G+(1-\alpha)C,\) with \(\alpha\in(0,...
Ideas related to matrix versions of the arithmetic-geometric mean inequality are explained
AbstractIn this paper, we study some inequalities involving the symmetric means. The main result is ...
AbstractWe study Muirhead-type generalizations of families of inequalities due to Newton, Maclaurin ...
summary:There are many relations involving the geometric means $G_n(x)$ and power means $[A_n(x^{\ga...
AbstractIn this paper we gave a generalization of power means which include positive nonlinear funct...
summary:In this paper we obtain certain refinements (and new proofs) for inequalities involving mean...
The fact that the logarithmic mean of two positive numbers is a mean, that is, that it lies between ...
AbstractUsing an idea of J. Sàndor and V. E. S. Szabó, an inequality of Ky Fan and its generalizatio...
In this article, using Stirling’s formula, the series-expansion of digamma functions and other techn...
AbstractA method based on sequences is applied to derive inequalities between the arithmetic–geometr...
In this article, using the properties of power mean, new generalizations of the strengthened Hardy I...
AbstractIn this paper, we establish two extensions of Weierstrass's inequality involving symmetric f...
AbstractLetxi∈(0,1/2] (i=1,…,n) be real numbers. IfAnandGn(respectively,A′nandG′n) denote the weight...
We study certain sequences involving sums of powers of positive integers and in connection with thi...
We consider weighted arithmetic means as, for example, \(\alpha G+(1-\alpha)C,\) with \(\alpha\in(0,...
Ideas related to matrix versions of the arithmetic-geometric mean inequality are explained
AbstractIn this paper, we study some inequalities involving the symmetric means. The main result is ...
AbstractWe study Muirhead-type generalizations of families of inequalities due to Newton, Maclaurin ...
summary:There are many relations involving the geometric means $G_n(x)$ and power means $[A_n(x^{\ga...
AbstractIn this paper we gave a generalization of power means which include positive nonlinear funct...
summary:In this paper we obtain certain refinements (and new proofs) for inequalities involving mean...
The fact that the logarithmic mean of two positive numbers is a mean, that is, that it lies between ...
AbstractUsing an idea of J. Sàndor and V. E. S. Szabó, an inequality of Ky Fan and its generalizatio...
In this article, using Stirling’s formula, the series-expansion of digamma functions and other techn...
AbstractA method based on sequences is applied to derive inequalities between the arithmetic–geometr...
In this article, using the properties of power mean, new generalizations of the strengthened Hardy I...
AbstractIn this paper, we establish two extensions of Weierstrass's inequality involving symmetric f...
AbstractLetxi∈(0,1/2] (i=1,…,n) be real numbers. IfAnandGn(respectively,A′nandG′n) denote the weight...
We study certain sequences involving sums of powers of positive integers and in connection with thi...
We consider weighted arithmetic means as, for example, \(\alpha G+(1-\alpha)C,\) with \(\alpha\in(0,...
Ideas related to matrix versions of the arithmetic-geometric mean inequality are explained