Add to ORKGIn this paper we give a variant of Jessen's inequality for isotonic linear functional. Our results generalize some recent results of Gavrea. We also give comparison theorems for generalized means. © 2006 Victoria University. All rights reserved.link_to_OA_fulltex
We consider certain refinements of the arithmetic and geometric means. The re-sults generalize an in...
Inequalities lie at the heart of a great deal of mathematics.G. H. Hardy reported Harald Bohr as say...
AbstractA variant of Jensen–Steffensen's inequality is proved. Necessary and sufficient conditions f...
An inequality for a normalised isotonic linear functional of Grüss type and particular cases for int...
An inequality for a normalised isotonic linear functional of Grüss type and particular cases for int...
An inequality for a normalised isotonic linear functional of Gr¨uss type and particular cases for in...
In this paper, some converses of Jessen\u27s inequality, in terms of the time scale calculus, are pr...
AbstractIn this paper we gave a generalization of power means which include positive nonlinear funct...
In this article we give sharp global bounds for the generalized Jensen functional Jn(g,h;p,x). In pa...
We extend the results in part I, II on certain inequalities involving the generalized power means
In this paper we shall consider some famous means such as arithmetic, harmonic, geometric, root-squ...
In the paper, monotonicity properties of functions related to means are discussed and some inequalit...
We extend the results in parts I, II on certain inequalitiesinvolving the generalized power means.Pe...
WOS: 000520850800006In this paper, a new improvement of celebrated Holder inequality using isotonic ...
A sequential method is applied to obtain inequalities between a mean introduced by H.-J. Seiffert [9...
We consider certain refinements of the arithmetic and geometric means. The re-sults generalize an in...
Inequalities lie at the heart of a great deal of mathematics.G. H. Hardy reported Harald Bohr as say...
AbstractA variant of Jensen–Steffensen's inequality is proved. Necessary and sufficient conditions f...
An inequality for a normalised isotonic linear functional of Grüss type and particular cases for int...
An inequality for a normalised isotonic linear functional of Grüss type and particular cases for int...
An inequality for a normalised isotonic linear functional of Gr¨uss type and particular cases for in...
In this paper, some converses of Jessen\u27s inequality, in terms of the time scale calculus, are pr...
AbstractIn this paper we gave a generalization of power means which include positive nonlinear funct...
In this article we give sharp global bounds for the generalized Jensen functional Jn(g,h;p,x). In pa...
We extend the results in part I, II on certain inequalities involving the generalized power means
In this paper we shall consider some famous means such as arithmetic, harmonic, geometric, root-squ...
In the paper, monotonicity properties of functions related to means are discussed and some inequalit...
We extend the results in parts I, II on certain inequalitiesinvolving the generalized power means.Pe...
WOS: 000520850800006In this paper, a new improvement of celebrated Holder inequality using isotonic ...
A sequential method is applied to obtain inequalities between a mean introduced by H.-J. Seiffert [9...
We consider certain refinements of the arithmetic and geometric means. The re-sults generalize an in...
Inequalities lie at the heart of a great deal of mathematics.G. H. Hardy reported Harald Bohr as say...
AbstractA variant of Jensen–Steffensen's inequality is proved. Necessary and sufficient conditions f...