Add to ORKGWe prove sharp weighted norm inequalities for vector-valued singular integral operators and commutators. We first consider the strong $(p,p)$ case with $p>1$ and then the weak-type (1,1) estimate. Our results do not assume any condition on the weight function and involve iterations of the classical Hardy-Littlewood maximal function
Sharp weighted bounds for strong maximal functions, multiple potentials and singular integrals are d...
Let X be a homogeneous space and let E be a UMD Banach space with a normalized unconditional basis (...
Abstract. We consider two-weight estimates for singular integral operators and their commutators wit...
Given 1 ≤ q< p< ∞, quantitative weighted Lp estimates, in terms of Aq weights, for vector-valued max...
We prove weighted norm inequalities for vector-valued commutators of multilinear operators. We first...
A sharp function estimate is established for multilinear singular integral operators. As application...
Given 1 ≤ q < p < ∞, quantitative weighted L p estimates, in terms of Aq weights, for vector-valued ...
In this paper, we prove the $M^k$-type sharp maximal function estimates for the commutators related ...
In this article we consider a theory of vector valued strongly singular operators. Our results inclu...
We prove several sharp weighted norm inequalities for commutators of classical operators in harmonic...
We prove several sharp weighted norm inequalities for commutators of classical operators in harmonic...
Abstract: We consider the problem of extending weighted inequalities for a singular integral operato...
In this dissertation several quantitative weighted estimates for singular integral op- erators, comm...
In this article we obtain weighted norm estimates for multilinear singular integrals with non-smooth...
In this note, we study the sharp weighted estimate involving one supremum. In particular, we give a ...
Sharp weighted bounds for strong maximal functions, multiple potentials and singular integrals are d...
Let X be a homogeneous space and let E be a UMD Banach space with a normalized unconditional basis (...
Abstract. We consider two-weight estimates for singular integral operators and their commutators wit...
Given 1 ≤ q< p< ∞, quantitative weighted Lp estimates, in terms of Aq weights, for vector-valued max...
We prove weighted norm inequalities for vector-valued commutators of multilinear operators. We first...
A sharp function estimate is established for multilinear singular integral operators. As application...
Given 1 ≤ q < p < ∞, quantitative weighted L p estimates, in terms of Aq weights, for vector-valued ...
In this paper, we prove the $M^k$-type sharp maximal function estimates for the commutators related ...
In this article we consider a theory of vector valued strongly singular operators. Our results inclu...
We prove several sharp weighted norm inequalities for commutators of classical operators in harmonic...
We prove several sharp weighted norm inequalities for commutators of classical operators in harmonic...
Abstract: We consider the problem of extending weighted inequalities for a singular integral operato...
In this dissertation several quantitative weighted estimates for singular integral op- erators, comm...
In this article we obtain weighted norm estimates for multilinear singular integrals with non-smooth...
In this note, we study the sharp weighted estimate involving one supremum. In particular, we give a ...
Sharp weighted bounds for strong maximal functions, multiple potentials and singular integrals are d...
Let X be a homogeneous space and let E be a UMD Banach space with a normalized unconditional basis (...
Abstract. We consider two-weight estimates for singular integral operators and their commutators wit...