We prove that the first order Riesz transforms associated to the Laguerre semigroup are weak-type (1,1). We also present a counterexample showing that for the Riesz transforms of order three or higher the weak type (1,1) estimate fails
We shall work with the Laguerre measure on R^d_+ and the associated Laplacian L, by means of which t...
For each $p$ in $[1,\infty)$ let $\mathbf{E}_p$ denote the closure of the region of holomorphy of th...
Classical settings of discrete and continuous orthogonal expansions, like those of Laguerre, Bessel ...
We prove that the first order Riesz transforms associated to the Laguerre semigroup are weak-type (1...
In this paper we introduce a conjugate class of Riesz transforms in the context of Laguerre polynomi...
We prove that, in arbitrary finite dimensions, the maximal operator for the Laguerre semigroup is of...
In this paper we study the weak-type (1,1) boundedness of the higher order Riesz-Laguerre transforms...
In this paper we introduce a conjugate class of Riesz transforms in the context of Laguerre polynomi...
We prove that maximal operators associated with heat-diffusion semigroups corresponding to expansion...
We analyze boundedness properties of some operators related to the heat-diffusion semigroup associat...
In this paper we will study the behavior of the Riesz transform associated with the Gaussian measure...
The setting of this work is the $n$-dimensional hyperbolic space $\R^+ \times \R^{n-1}$, where the L...
In this paper, we discuss various maximal functions on the Laguerre hypergroup K including the heat ...
The setting of this work is the n-dimensional hyperbolic space , where the Laplacian is given a drif...
In this paper we prove that the generalized (in the sense of Caffarelli and Calderón) maximal operat...
We shall work with the Laguerre measure on R^d_+ and the associated Laplacian L, by means of which t...
For each $p$ in $[1,\infty)$ let $\mathbf{E}_p$ denote the closure of the region of holomorphy of th...
Classical settings of discrete and continuous orthogonal expansions, like those of Laguerre, Bessel ...
We prove that the first order Riesz transforms associated to the Laguerre semigroup are weak-type (1...
In this paper we introduce a conjugate class of Riesz transforms in the context of Laguerre polynomi...
We prove that, in arbitrary finite dimensions, the maximal operator for the Laguerre semigroup is of...
In this paper we study the weak-type (1,1) boundedness of the higher order Riesz-Laguerre transforms...
In this paper we introduce a conjugate class of Riesz transforms in the context of Laguerre polynomi...
We prove that maximal operators associated with heat-diffusion semigroups corresponding to expansion...
We analyze boundedness properties of some operators related to the heat-diffusion semigroup associat...
In this paper we will study the behavior of the Riesz transform associated with the Gaussian measure...
The setting of this work is the $n$-dimensional hyperbolic space $\R^+ \times \R^{n-1}$, where the L...
In this paper, we discuss various maximal functions on the Laguerre hypergroup K including the heat ...
The setting of this work is the n-dimensional hyperbolic space , where the Laplacian is given a drif...
In this paper we prove that the generalized (in the sense of Caffarelli and Calderón) maximal operat...
We shall work with the Laguerre measure on R^d_+ and the associated Laplacian L, by means of which t...
For each $p$ in $[1,\infty)$ let $\mathbf{E}_p$ denote the closure of the region of holomorphy of th...
Classical settings of discrete and continuous orthogonal expansions, like those of Laguerre, Bessel ...
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