Add to ORKGWe use different approaches to study a generalization of a result of Levin and Stečkin concerning an inequality analogous to Hardy’s inequality. Our results lead naturally to the study of weighted remainder form of Hardy-type inequalities
In this paper we make some further generalization of well known Hilbert's inequality and its equival...
Let μ1 and μ2 be positive sigma-finite measures on Omega1 and Omega2 respectively, k : Omega1 × Omeg...
In this article, using the properties of power mean, new generalizations of the strengthened Hardy I...
We prove some Hardy-type inequalities via an approach that involves constructing auxiliary sequence...
We give a condition on weighted mean matrices so that their lp norms are determined on decreasing s...
AbstractWe prove some Hardy-type inequalities via an approach that involves constructing auxiliary s...
AbstractUsing an approach of Bergh, we give an alternate proof of Bennett's result on lower bounds f...
Mathematics Subject Classification: 26D10, 46E30, 47B38We prove the Hardy inequality and a similar i...
A new scale of characterizations for the weighted Hardy inequality with variable limits is proved. A...
Mathematics Subject Classification: 26D10.The sharp constant is obtained for the Hardy-Stein-Weiss i...
AbstractWe give a simple proof of Cartlidge's result on the lp operator norms of weighted mean matri...
AbstractScales of equivalent weight characterizations for the Hardy type inequality with general mea...
AbstractLet A=(an,k)n,k⩾0 be a non-negative matrix. Denote by Lp,q(A) the supremum of those L satisf...
The following inequality for 0<p<1 and an≥0 originates from a study of Hardy, Littlewood, and Pólya:...
In this paper we make some further generalization of well known Hilbert's inequality and its equival...
In this paper we make some further generalization of well known Hilbert's inequality and its equival...
Let μ1 and μ2 be positive sigma-finite measures on Omega1 and Omega2 respectively, k : Omega1 × Omeg...
In this article, using the properties of power mean, new generalizations of the strengthened Hardy I...
We prove some Hardy-type inequalities via an approach that involves constructing auxiliary sequence...
We give a condition on weighted mean matrices so that their lp norms are determined on decreasing s...
AbstractWe prove some Hardy-type inequalities via an approach that involves constructing auxiliary s...
AbstractUsing an approach of Bergh, we give an alternate proof of Bennett's result on lower bounds f...
Mathematics Subject Classification: 26D10, 46E30, 47B38We prove the Hardy inequality and a similar i...
A new scale of characterizations for the weighted Hardy inequality with variable limits is proved. A...
Mathematics Subject Classification: 26D10.The sharp constant is obtained for the Hardy-Stein-Weiss i...
AbstractWe give a simple proof of Cartlidge's result on the lp operator norms of weighted mean matri...
AbstractScales of equivalent weight characterizations for the Hardy type inequality with general mea...
AbstractLet A=(an,k)n,k⩾0 be a non-negative matrix. Denote by Lp,q(A) the supremum of those L satisf...
The following inequality for 0<p<1 and an≥0 originates from a study of Hardy, Littlewood, and Pólya:...
In this paper we make some further generalization of well known Hilbert's inequality and its equival...
In this paper we make some further generalization of well known Hilbert's inequality and its equival...
Let μ1 and μ2 be positive sigma-finite measures on Omega1 and Omega2 respectively, k : Omega1 × Omeg...
In this article, using the properties of power mean, new generalizations of the strengthened Hardy I...