We give a new refinement of the converse Jensen inequality for linear functionals as well as improvements of some related results. Especially, we give two refinements of the converse Hölder inequality for functionals and a refinement of the converse Minkowski inequality for functionals. Application on the quasi-arithmetic and power mean is given. © ELEMEN , Zagreb
Motivated by a recent refinement of the scalar Jensen inequality obtained via linear interpolation, ...
New inequalities for the general case of convex functions defined on linear spaces which improve the...
A new refinement of Jensen’s celebrated inequality for functions defined on convex sets in linear s...
We give a new refinement of the converse Jensen inequality for linear functionals as well as improve...
We give a refinement of the converse Hölder inequality for functionals using an interpola-tion resul...
An improvement of the Jensen inequality for convex and monotone function is given as well as variou...
This article proposes a new refinement of the celebrated Jensen inequality. Some refinements have be...
Improvement of Jensen’s inequality for the Quasi arithmetic mean for convex and monotone conve...
We give a general formulation of Jensen's operator inequality for unital fields of positive linear m...
A refinement of Jensen's inequality is presented. An extra term makes the inequality tighter when th...
Abstract. Some new refinements are presented for Jensen’s inequality. These strengthen several resul...
Abstract. A refinement of Jensen’s inequality is presented. An extra term makes the in-equality tigh...
Some new results related to Jensen’s celebrated inequality for convex functions defined on convex se...
Some new results related to Jensen’s celebrated inequality for convex functions defined on convex se...
AbstractUsing some results of Maligranda, we obtain a generalization of the well known Jensen's ineq...
Motivated by a recent refinement of the scalar Jensen inequality obtained via linear interpolation, ...
New inequalities for the general case of convex functions defined on linear spaces which improve the...
A new refinement of Jensen’s celebrated inequality for functions defined on convex sets in linear s...
We give a new refinement of the converse Jensen inequality for linear functionals as well as improve...
We give a refinement of the converse Hölder inequality for functionals using an interpola-tion resul...
An improvement of the Jensen inequality for convex and monotone function is given as well as variou...
This article proposes a new refinement of the celebrated Jensen inequality. Some refinements have be...
Improvement of Jensen’s inequality for the Quasi arithmetic mean for convex and monotone conve...
We give a general formulation of Jensen's operator inequality for unital fields of positive linear m...
A refinement of Jensen's inequality is presented. An extra term makes the inequality tighter when th...
Abstract. Some new refinements are presented for Jensen’s inequality. These strengthen several resul...
Abstract. A refinement of Jensen’s inequality is presented. An extra term makes the in-equality tigh...
Some new results related to Jensen’s celebrated inequality for convex functions defined on convex se...
Some new results related to Jensen’s celebrated inequality for convex functions defined on convex se...
AbstractUsing some results of Maligranda, we obtain a generalization of the well known Jensen's ineq...
Motivated by a recent refinement of the scalar Jensen inequality obtained via linear interpolation, ...
New inequalities for the general case of convex functions defined on linear spaces which improve the...
A new refinement of Jensen’s celebrated inequality for functions defined on convex sets in linear s...
DOI
Add to ORKG