Add to ORKGExtended Hardy-Littlewood inequalities are where {ui}1≤i≤m are non-negative functions and denote their Schwarz symmetrization. In this paper, we determine appropriate conditions under which equality in (*) occurs if and only if {ui}1≤i≤m are Schwarz symmetri
We establish sharp remainder terms of the L-2-Caffarelli-Kohn-Nirenberg inequalities on homogeneous ...
AbstractThe cases of equality are analyzed in Steiner symmetrization inequalities for Dirichlet-type...
We establish sharp remainder terms of the L-2-Caffarelli-Kohn-Nirenberg inequalities on homogeneous ...
Extended Hardy-Littlewood inequalities are where {ui}1≤i≤m are non-negative functions and denote the...
For a class of functions H: (0,∞)×R2+ →R, including discontinuous functions of Carathéo-dory type, w...
We show that the sharp constant in the Hardy-Littlewood-Sobolev inequality can be derived using the ...
We show that the sharp constant in the Hardy-Littlewood-Sobolev inequality can be derived using the ...
AbstractThe inequalities of Hardy–Littlewood and Riesz say that certain integrals involving products...
AbstractWe present a new method of producing optimizing sequences for highly symmetric functionals. ...
We determine a class of Carathéodory functions G for which the minimum formulated in the problem (1....
AbstractThe purpose of this paper is to obtain some general inequalities which contain as special ca...
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...
AbstractThe inequalities[formula]hold for all real numbersx≠0. The constants 1/(2ζ(3)) and 1/6 are b...
AbstractIn this paper, we establish two extensions of Weierstrass's inequality involving symmetric f...
We establish sharp remainder terms of the L-2-Caffarelli-Kohn-Nirenberg inequalities on homogeneous ...
AbstractThe cases of equality are analyzed in Steiner symmetrization inequalities for Dirichlet-type...
We establish sharp remainder terms of the L-2-Caffarelli-Kohn-Nirenberg inequalities on homogeneous ...
Extended Hardy-Littlewood inequalities are where {ui}1≤i≤m are non-negative functions and denote the...
For a class of functions H: (0,∞)×R2+ →R, including discontinuous functions of Carathéo-dory type, w...
We show that the sharp constant in the Hardy-Littlewood-Sobolev inequality can be derived using the ...
We show that the sharp constant in the Hardy-Littlewood-Sobolev inequality can be derived using the ...
AbstractThe inequalities of Hardy–Littlewood and Riesz say that certain integrals involving products...
AbstractWe present a new method of producing optimizing sequences for highly symmetric functionals. ...
We determine a class of Carathéodory functions G for which the minimum formulated in the problem (1....
AbstractThe purpose of this paper is to obtain some general inequalities which contain as special ca...
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...
AbstractThe inequalities[formula]hold for all real numbersx≠0. The constants 1/(2ζ(3)) and 1/6 are b...
AbstractIn this paper, we establish two extensions of Weierstrass's inequality involving symmetric f...
We establish sharp remainder terms of the L-2-Caffarelli-Kohn-Nirenberg inequalities on homogeneous ...
AbstractThe cases of equality are analyzed in Steiner symmetrization inequalities for Dirichlet-type...
We establish sharp remainder terms of the L-2-Caffarelli-Kohn-Nirenberg inequalities on homogeneous ...