Add to ORKGAlzer and Ruscheweyh have shown that any mean that is simultaneously a Gini and a Stolarsky mean belongs to the family of power means. We extend this result by proving analogous result for a broad class of two-parameter means, called S-means
We give an extension of well-known Stolarsky means to the multivariable case in a simple and applica...
AbstractWe define a new family of matrix means {Pt(ω;A)}t∈[−1,1], where ω and A vary over all positi...
In this paper, the power-exponential mean is introduced, several identities involving exponential m...
Alzer and Ruscheweyh have shown that any mean that is simultaneously a\ud Gini and a Stolarsky mean ...
We give a simple proof of the Stolarsky means inequality as well as some related inequalities for si...
AbstractWe show that every Cauchy mean in (0,∞) can be embedded into two parameter family of weighte...
We look after the complementary means with respect to a weighted geometric mean of Stolarsky means i...
We improve some inequalities involving the symmetric means. We also prove some\ud mixed-mean inequal...
AbstractIn this paper, we study some inequalities involving the symmetric means. The main result is ...
Let be a positive integer and , , , and real numbers satisfying and . It is proved that f...
We give an extension of well-known Stolarsky means to the multivariable case in a simple and applica...
AbstractIn this paper we gave a generalization of power means which include positive nonlinear funct...
In this paper, we study some inequalities involving the symmetric means. The main result is a proof...
AbstractFor a function f defined in an interval I, satisfying the conditions ensuring the existence ...
We generalize means of Stolarsky type and show the monotonicity of these generalized means.</p
We give an extension of well-known Stolarsky means to the multivariable case in a simple and applica...
AbstractWe define a new family of matrix means {Pt(ω;A)}t∈[−1,1], where ω and A vary over all positi...
In this paper, the power-exponential mean is introduced, several identities involving exponential m...
Alzer and Ruscheweyh have shown that any mean that is simultaneously a\ud Gini and a Stolarsky mean ...
We give a simple proof of the Stolarsky means inequality as well as some related inequalities for si...
AbstractWe show that every Cauchy mean in (0,∞) can be embedded into two parameter family of weighte...
We look after the complementary means with respect to a weighted geometric mean of Stolarsky means i...
We improve some inequalities involving the symmetric means. We also prove some\ud mixed-mean inequal...
AbstractIn this paper, we study some inequalities involving the symmetric means. The main result is ...
Let be a positive integer and , , , and real numbers satisfying and . It is proved that f...
We give an extension of well-known Stolarsky means to the multivariable case in a simple and applica...
AbstractIn this paper we gave a generalization of power means which include positive nonlinear funct...
In this paper, we study some inequalities involving the symmetric means. The main result is a proof...
AbstractFor a function f defined in an interval I, satisfying the conditions ensuring the existence ...
We generalize means of Stolarsky type and show the monotonicity of these generalized means.</p
We give an extension of well-known Stolarsky means to the multivariable case in a simple and applica...
AbstractWe define a new family of matrix means {Pt(ω;A)}t∈[−1,1], where ω and A vary over all positi...
In this paper, the power-exponential mean is introduced, several identities involving exponential m...