Add to ORKGWe prove sharp Pitt’s inequality for the Dunkl transform in \(L^{2}(\mathbb{R}^{d}\) with the corresponding weights. As an application, we obtain the logarithmic uncertainty principle for the Dunkl transform
In this paper, we study two estimates useful in applications are proved for the generalized Dunkl tr...
Abstract. In this paper, we study two estimates useful in applications are proved for the Dunkl tran...
summary:The aim of this paper is to prove two new uncertainty principles for the Dunkl-Gabor transfo...
Abstract. Analogues of Heisenberg’s inequality and Hardy’s the-orem are studied for the Dunkl transf...
By using the symmetry of the Dunkl Laplacian operator, we prove a sharp Shannon-type inequality and ...
In this paper, we give analogues of local uncertainty inequality for the Dunkl transform on Rd, also...
In this paper, we give analogues of local uncertainty inequality for the Dunkl transform on Rd, also...
In this paper, we give analogues of local uncertainty inequality for the Dunkl transform on Rd, also...
In this paper, we give analogues of local uncertainty inequality for the Dunkl transform on Rd, also...
In this paper, we give analogues of local uncertainty inequality for the Dunkl transform on Rd, also...
An uncertainty inequality for the Fourier-Dunkl series, introduced by the authors in [Ó. Ciaurri, J....
We prove new Pitt inequalities for the Fourier transforms with radial and non-radial weights using w...
In this paper we study direct and inverse approximation inequalities in Lp(Rd), 1<p<∞, with th...
AbstractWe prove estimates of the L2 norms on relatively dense subsets of the real line of functions...
In this paper, we give a generalization of Hardy’s theorems for the Dunkl transformFD on Rd. More pr...
In this paper, we study two estimates useful in applications are proved for the generalized Dunkl tr...
Abstract. In this paper, we study two estimates useful in applications are proved for the Dunkl tran...
summary:The aim of this paper is to prove two new uncertainty principles for the Dunkl-Gabor transfo...
Abstract. Analogues of Heisenberg’s inequality and Hardy’s the-orem are studied for the Dunkl transf...
By using the symmetry of the Dunkl Laplacian operator, we prove a sharp Shannon-type inequality and ...
In this paper, we give analogues of local uncertainty inequality for the Dunkl transform on Rd, also...
In this paper, we give analogues of local uncertainty inequality for the Dunkl transform on Rd, also...
In this paper, we give analogues of local uncertainty inequality for the Dunkl transform on Rd, also...
In this paper, we give analogues of local uncertainty inequality for the Dunkl transform on Rd, also...
In this paper, we give analogues of local uncertainty inequality for the Dunkl transform on Rd, also...
An uncertainty inequality for the Fourier-Dunkl series, introduced by the authors in [Ó. Ciaurri, J....
We prove new Pitt inequalities for the Fourier transforms with radial and non-radial weights using w...
In this paper we study direct and inverse approximation inequalities in Lp(Rd), 1<p<∞, with th...
AbstractWe prove estimates of the L2 norms on relatively dense subsets of the real line of functions...
In this paper, we give a generalization of Hardy’s theorems for the Dunkl transformFD on Rd. More pr...
In this paper, we study two estimates useful in applications are proved for the generalized Dunkl tr...
Abstract. In this paper, we study two estimates useful in applications are proved for the Dunkl tran...
summary:The aim of this paper is to prove two new uncertainty principles for the Dunkl-Gabor transfo...