Add to ORKGWe prove an equivalent relation between Ky Fan-type inequalities and certain bounds for the differences of means. We also generalize a result of Alzer et al. (2001). 2000 Mathematics Subject Classification: 26D15, 26D20
AbstractUpper and lower bounds are found for A–G and G–H and lower bounds for A–H. The method of pro...
AbstractLetxi∈(0,1/2] (i=1,…,n) be real numbers. IfAnandGn(respectively,A′nandG′n) denote the weight...
Let Pn,r(x) be the generalized weighted means. Let F(x) be a C1 function, y=y(x) an implicit decreas...
We prove an equivalent relation between Ky Fan-typed inequalities and certain bounds for the differe...
We study properties of Ky-Fan typed inequalities and their relations to certain bounds for the diffe...
We study the behavior of means under equal increments of their variables and we apply the results to...
Abstract. The study of the behavior of means under equal increments of their variables provides a ne...
The study of the behavior of means under equal increments of their variables provides a new approach...
The study of the behavior of means under equal increments of their variables provides a new approach...
AbstractUsing an idea of J. Sàndor and V. E. S. Szabó, an inequality of Ky Fan and its generalizatio...
We give some refinements of Ky Fan’s inequality and also prove some inequalities\ud involving the sy...
Ky Fan type inequalities for means of two or more variables are obtained. Refinements and improvemen...
We study one class of Ky Fan-type inequalities, which has ties with the original Ky Fan inequality. ...
In this paper, we study one class of Ky Fan-type inequalities, which has ties with the original Ky ...
Some inequalities related to the Ky Fan and C.-L. Wang inequalities for weighted arithmetic and geom...
AbstractUpper and lower bounds are found for A–G and G–H and lower bounds for A–H. The method of pro...
AbstractLetxi∈(0,1/2] (i=1,…,n) be real numbers. IfAnandGn(respectively,A′nandG′n) denote the weight...
Let Pn,r(x) be the generalized weighted means. Let F(x) be a C1 function, y=y(x) an implicit decreas...
We prove an equivalent relation between Ky Fan-typed inequalities and certain bounds for the differe...
We study properties of Ky-Fan typed inequalities and their relations to certain bounds for the diffe...
We study the behavior of means under equal increments of their variables and we apply the results to...
Abstract. The study of the behavior of means under equal increments of their variables provides a ne...
The study of the behavior of means under equal increments of their variables provides a new approach...
The study of the behavior of means under equal increments of their variables provides a new approach...
AbstractUsing an idea of J. Sàndor and V. E. S. Szabó, an inequality of Ky Fan and its generalizatio...
We give some refinements of Ky Fan’s inequality and also prove some inequalities\ud involving the sy...
Ky Fan type inequalities for means of two or more variables are obtained. Refinements and improvemen...
We study one class of Ky Fan-type inequalities, which has ties with the original Ky Fan inequality. ...
In this paper, we study one class of Ky Fan-type inequalities, which has ties with the original Ky ...
Some inequalities related to the Ky Fan and C.-L. Wang inequalities for weighted arithmetic and geom...
AbstractUpper and lower bounds are found for A–G and G–H and lower bounds for A–H. The method of pro...
AbstractLetxi∈(0,1/2] (i=1,…,n) be real numbers. IfAnandGn(respectively,A′nandG′n) denote the weight...
Let Pn,r(x) be the generalized weighted means. Let F(x) be a C1 function, y=y(x) an implicit decreas...