Add to ORKGThe concept of weighted f-Gini mean difference for convex and symmetric functions in linear spaces is introduced. Some fundamental inequal- ities and applications for norms are also provided
Some new inequalities for convex functions defined on convex subsets in linear spaces\ud with applic...
Some new Hermite-Hadamard type inequalities for differentiable convex functions were presented by Xi...
Various bounds for the r−weighted Gini mean difference of an\ud empirical distribution are establish...
The concept of weighted f-Gini mean difference for convex and\ud symmetric functions in linear space...
The concept of weighted f-Gini mean di¤ erence for convex and symmetric functions in linear spaces ...
AbstractThe concept of weighted f-Gini mean difference for convex and symmetric functions in linear ...
Some bounds in terms of Gâteaux lateral derivatives for the weighted\ud f-Gini mean difference gener...
Some inequalities in terms of the Gâteaux derivatives related to Jensen's inequality for convex fun...
A new refinement of Jensen's celebrated inequality for functions defined on convex sets in linear s...
A new refinement of Jensen’s celebrated inequality for functions defined on convex sets in linear s...
Various bounds for the r-weighted Gini mean difference of an empirical distribution are established
In this paper, we introduce some functionals associated with weighted integral means for convex fun...
Some inequalities of the Slater type for convex functions defined on general linear spaces are given...
In this paper, we introduce some functionals associated with weighted integral means for convex func...
Some inequalities in terms of the Gâteaux derivatives related to Jensen’s inequality for convex func...
Some new inequalities for convex functions defined on convex subsets in linear spaces\ud with applic...
Some new Hermite-Hadamard type inequalities for differentiable convex functions were presented by Xi...
Various bounds for the r−weighted Gini mean difference of an\ud empirical distribution are establish...
The concept of weighted f-Gini mean difference for convex and\ud symmetric functions in linear space...
The concept of weighted f-Gini mean di¤ erence for convex and symmetric functions in linear spaces ...
AbstractThe concept of weighted f-Gini mean difference for convex and symmetric functions in linear ...
Some bounds in terms of Gâteaux lateral derivatives for the weighted\ud f-Gini mean difference gener...
Some inequalities in terms of the Gâteaux derivatives related to Jensen's inequality for convex fun...
A new refinement of Jensen's celebrated inequality for functions defined on convex sets in linear s...
A new refinement of Jensen’s celebrated inequality for functions defined on convex sets in linear s...
Various bounds for the r-weighted Gini mean difference of an empirical distribution are established
In this paper, we introduce some functionals associated with weighted integral means for convex fun...
Some inequalities of the Slater type for convex functions defined on general linear spaces are given...
In this paper, we introduce some functionals associated with weighted integral means for convex func...
Some inequalities in terms of the Gâteaux derivatives related to Jensen’s inequality for convex func...
Some new inequalities for convex functions defined on convex subsets in linear spaces\ud with applic...
Some new Hermite-Hadamard type inequalities for differentiable convex functions were presented by Xi...
Various bounds for the r−weighted Gini mean difference of an\ud empirical distribution are establish...