Add to ORKGDavid and Journe ́ discovered a criterion for the continuity on L2 of Calderón-Zygmund operators defined by singular integrals. In their approach the distri-butional kernel of the given operator is locally Hölder continuous outside the diagonal. The aim of this paper is to prove a David-Journe ́ theorem where this smoothness assumption is replaced by a weaker one. Our approach strongly relies on an algorithm developed by Beylkin, Coifman, and Rokhlin
International audienceIn 2008, J. Parcet showed the (1, 1) weak-boundedness of Calderón-Zygmund oper...
In this paper we investigate the weak continuity of a certain class of operators with kernel define...
We present a result of $L^{p}$ continuity of singular integrals of Calder\'{o}n-Zygmund type in the...
David and Journé discovered a criterion for the continuity on L2 of Calder´on- Zygmund operators def...
Abstract. We give a proof of a so-called “local Tb ” Theorem for singular integrals whose kernels sa...
It is known that the linear commutator [b, T] of a Calderón-Zygmund operator T with a BMO function ...
this paper is to consider the boundedness of singular integral operators with Calder'on-Zygmund...
In this article, we establish conditions on continuous restrictively bounded linear mapping T from S...
In this paper we investigate the weak continuity of a certain class of operators with kernel defined ...
Mode of access: World Wide WebTheoretical thesis.Bibliography page 491 Introduction -- 2 Calderón-Z...
This paper considers the boundedness of Calderon– Zygmund singular integral operators in local and ...
Calderón-Zygmund operators are generalizations of the singular integral operators introduced by Cald...
Abstract. We prove the continuity of some multilinear operators gen-erated by singular integral oper...
Abstract. We construct a class of singular integral operators associated with homogeneous Calderón-...
For s>0, we consider bounded linear operators from $D(ℝ^n)$ into $D'(ℝ^n)$ whose kernels K satisfy t...
International audienceIn 2008, J. Parcet showed the (1, 1) weak-boundedness of Calderón-Zygmund oper...
In this paper we investigate the weak continuity of a certain class of operators with kernel define...
We present a result of $L^{p}$ continuity of singular integrals of Calder\'{o}n-Zygmund type in the...
David and Journé discovered a criterion for the continuity on L2 of Calder´on- Zygmund operators def...
Abstract. We give a proof of a so-called “local Tb ” Theorem for singular integrals whose kernels sa...
It is known that the linear commutator [b, T] of a Calderón-Zygmund operator T with a BMO function ...
this paper is to consider the boundedness of singular integral operators with Calder'on-Zygmund...
In this article, we establish conditions on continuous restrictively bounded linear mapping T from S...
In this paper we investigate the weak continuity of a certain class of operators with kernel defined ...
Mode of access: World Wide WebTheoretical thesis.Bibliography page 491 Introduction -- 2 Calderón-Z...
This paper considers the boundedness of Calderon– Zygmund singular integral operators in local and ...
Calderón-Zygmund operators are generalizations of the singular integral operators introduced by Cald...
Abstract. We prove the continuity of some multilinear operators gen-erated by singular integral oper...
Abstract. We construct a class of singular integral operators associated with homogeneous Calderón-...
For s>0, we consider bounded linear operators from $D(ℝ^n)$ into $D'(ℝ^n)$ whose kernels K satisfy t...
International audienceIn 2008, J. Parcet showed the (1, 1) weak-boundedness of Calderón-Zygmund oper...
In this paper we investigate the weak continuity of a certain class of operators with kernel define...
We present a result of $L^{p}$ continuity of singular integrals of Calder\'{o}n-Zygmund type in the...