In this paper we will study the behavior of the Riesz transform associated with the Gaussian measure ?(x)dx = e-|x|2dx in the space L?1 (Rn)
In the setting of Euclidean space with the Gaussian measure γ , we consider all first-order Riesz tr...
Abstract. Let E be a separable real Banach space not containing an isomor-phic copy of c0. Let Q be ...
In this paper, we study higher-order Riesz transforms associated with the inverse Gaussian measure g...
This note concerns with the boundedness in LP -spaces of the Riesz transforms associated with a clas...
Let \(\gamma_{-1}\) be the absolutely continuous measure on \(\mathbf{R}^n\) whose density is the re...
The purpose of this paper is to prove that the higher order Riesz transform for Gaussian measure ass...
We prove that the first order Riesz transforms associated to the Laguerre semigroup are weak-type (1...
In this paper we study a family of singular integral operators that generalizes the higher order Gau...
AbstractLet B be an n × n positive-definite symmetric matrix, and LB the second order partial differ...
We give sufficient conditions on variable exponent functions p : Rn → [1,∞) for which the higher-ord...
On a complete non-compact Riemannian manifold M, we prove that a so-called quasi Riesz transform is ...
Let $\Delta_{v} = \Delta + 2v\cdot \nabla $ be the Laplacian with drift in $\R^n$. Here $v$ is any n...
The purpose of this paper is twofold. We introduce a general maximal function on the Gaussian settin...
We use integration by parts formulas to give estimates for the L p norm of the Riesz transform. This...
In this paper we introduce a conjugate class of Riesz transforms in the context of Laguerre polynomi...
In the setting of Euclidean space with the Gaussian measure γ , we consider all first-order Riesz tr...
Abstract. Let E be a separable real Banach space not containing an isomor-phic copy of c0. Let Q be ...
In this paper, we study higher-order Riesz transforms associated with the inverse Gaussian measure g...
This note concerns with the boundedness in LP -spaces of the Riesz transforms associated with a clas...
Let \(\gamma_{-1}\) be the absolutely continuous measure on \(\mathbf{R}^n\) whose density is the re...
The purpose of this paper is to prove that the higher order Riesz transform for Gaussian measure ass...
We prove that the first order Riesz transforms associated to the Laguerre semigroup are weak-type (1...
In this paper we study a family of singular integral operators that generalizes the higher order Gau...
AbstractLet B be an n × n positive-definite symmetric matrix, and LB the second order partial differ...
We give sufficient conditions on variable exponent functions p : Rn → [1,∞) for which the higher-ord...
On a complete non-compact Riemannian manifold M, we prove that a so-called quasi Riesz transform is ...
Let $\Delta_{v} = \Delta + 2v\cdot \nabla $ be the Laplacian with drift in $\R^n$. Here $v$ is any n...
The purpose of this paper is twofold. We introduce a general maximal function on the Gaussian settin...
We use integration by parts formulas to give estimates for the L p norm of the Riesz transform. This...
In this paper we introduce a conjugate class of Riesz transforms in the context of Laguerre polynomi...
In the setting of Euclidean space with the Gaussian measure γ , we consider all first-order Riesz tr...
Abstract. Let E be a separable real Banach space not containing an isomor-phic copy of c0. Let Q be ...
In this paper, we study higher-order Riesz transforms associated with the inverse Gaussian measure g...