Add to ORKGAbstract. We introduce the notions of Riesz transforms, g-functions and multipliers associated with the Laguerre differential operator in d dimension
We prove that the first order Riesz transforms associated to the Laguerre semigroup are weak-type (1...
AbstractFor α>0 we consider the system ψk(α−1)/2(x) of the Laguerre functions which are eigenfunctio...
We consider eigenfunctions of a class of differential operators generalizing the Laguerre derivative...
AbstractWe study different Sobolev spaces associated with multidimensional Laguerre expansions. To d...
We analyze boundedness properties of some operators related to the heat-diffusion semigroup associat...
AbstractRiesz transforms and conjugate Poisson integrals for multi-dimensional Laguerre function exp...
Abstract. We study different Sobolev spaces associated with multidimensional Laguerre expansions. To...
We shall work with the Laguerre measure on R^d_+ and the associated Laplacian L, by means of which t...
AbstractWe develop a technique of proving standard estimates in the setting of Laguerre function exp...
AbstractRiesz transforms and conjugate Poisson integrals for multi-dimensional Laguerre function exp...
The object of this paper is to use the multidimensional Laguerre transforms involving the modified o...
In this paper we prove Riesz transform characterizations for Hardy spaces associated with certain sy...
AbstractIn this paper we consider the generalized shift operator generated from the Laguerre hypergr...
We investigate Laplace type and Laplace-Stieltjes type multipliers in the d-dimensional setting of t...
We investigate in detail the mapping properties of the maximal operator associated with the heat-dif...
We prove that the first order Riesz transforms associated to the Laguerre semigroup are weak-type (1...
AbstractFor α>0 we consider the system ψk(α−1)/2(x) of the Laguerre functions which are eigenfunctio...
We consider eigenfunctions of a class of differential operators generalizing the Laguerre derivative...
AbstractWe study different Sobolev spaces associated with multidimensional Laguerre expansions. To d...
We analyze boundedness properties of some operators related to the heat-diffusion semigroup associat...
AbstractRiesz transforms and conjugate Poisson integrals for multi-dimensional Laguerre function exp...
Abstract. We study different Sobolev spaces associated with multidimensional Laguerre expansions. To...
We shall work with the Laguerre measure on R^d_+ and the associated Laplacian L, by means of which t...
AbstractWe develop a technique of proving standard estimates in the setting of Laguerre function exp...
AbstractRiesz transforms and conjugate Poisson integrals for multi-dimensional Laguerre function exp...
The object of this paper is to use the multidimensional Laguerre transforms involving the modified o...
In this paper we prove Riesz transform characterizations for Hardy spaces associated with certain sy...
AbstractIn this paper we consider the generalized shift operator generated from the Laguerre hypergr...
We investigate Laplace type and Laplace-Stieltjes type multipliers in the d-dimensional setting of t...
We investigate in detail the mapping properties of the maximal operator associated with the heat-dif...
We prove that the first order Riesz transforms associated to the Laguerre semigroup are weak-type (1...
AbstractFor α>0 we consider the system ψk(α−1)/2(x) of the Laguerre functions which are eigenfunctio...
We consider eigenfunctions of a class of differential operators generalizing the Laguerre derivative...