Add to ORKGAbstract. In this paper we study the s-dimensional Riesz trans-form of a finite measure µ in Rd, with s ∈ (d−1, d). We show that the boundedness of the Riesz transform of µ yields a weak type estimate for the Wolff potential WΦ,s(µ)(x)
Abstract Our aim in this paper is to show the vanishing exponential integrability for Riesz potentia...
We study the boundedness on Lp of the Riesz transform δL-1/2, where I is one of several operators de...
In this paper we introduce a new atomic Hardy space X1(gamma) adapted to the Gauss measure gamma, an...
In this work we will present a L1-type estimates for the Riesz potentials envolving the Riesz transf...
In this paper we establish new L1-type estimates for the classical Riesz potentials of order α∈(0,N)...
We study the boundedness on Lp of the Riesz transform ∇ L−½, where L is one of several operators def...
In this paper, we establish new L1-type estimates for the classical Riesz potentials of order 1/2 &l...
ABSTRACT. For an arbitrary domain in Rn we consider the ex-ponential of a suitably normalized Riesz ...
AbstractIn this article, we present a survey of some new results obtained in [2,8]. First, we give a...
In this article, we present a survey of some new results obtained in [2,8]. First, we give a geometr...
AbstractWe investigate the minimal Riesz s-energy problem for positive measures on the d-dimensional...
Analogues of Riesz potentials and Riesz transforms are defined and studied for the Dunkl transform a...
Abstract. We investigate the minimal Riesz s-energy problem for positive measures on the d-dimension...
textabstractRiesz potentials of a function are defined as fractional powers of the Laplacian. Asymp...
In this paper we will study the behavior of the Riesz transform associated with the Gaussian measure...
Abstract Our aim in this paper is to show the vanishing exponential integrability for Riesz potentia...
We study the boundedness on Lp of the Riesz transform δL-1/2, where I is one of several operators de...
In this paper we introduce a new atomic Hardy space X1(gamma) adapted to the Gauss measure gamma, an...
In this work we will present a L1-type estimates for the Riesz potentials envolving the Riesz transf...
In this paper we establish new L1-type estimates for the classical Riesz potentials of order α∈(0,N)...
We study the boundedness on Lp of the Riesz transform ∇ L−½, where L is one of several operators def...
In this paper, we establish new L1-type estimates for the classical Riesz potentials of order 1/2 &l...
ABSTRACT. For an arbitrary domain in Rn we consider the ex-ponential of a suitably normalized Riesz ...
AbstractIn this article, we present a survey of some new results obtained in [2,8]. First, we give a...
In this article, we present a survey of some new results obtained in [2,8]. First, we give a geometr...
AbstractWe investigate the minimal Riesz s-energy problem for positive measures on the d-dimensional...
Analogues of Riesz potentials and Riesz transforms are defined and studied for the Dunkl transform a...
Abstract. We investigate the minimal Riesz s-energy problem for positive measures on the d-dimension...
textabstractRiesz potentials of a function are defined as fractional powers of the Laplacian. Asymp...
In this paper we will study the behavior of the Riesz transform associated with the Gaussian measure...
Abstract Our aim in this paper is to show the vanishing exponential integrability for Riesz potentia...
We study the boundedness on Lp of the Riesz transform δL-1/2, where I is one of several operators de...
In this paper we introduce a new atomic Hardy space X1(gamma) adapted to the Gauss measure gamma, an...