Abstract. We define the higher order Riesz transforms and the Littlewood-Paley g-function associated to the differential operator Lλf(θ) = −f ′′(θ) − 2λ cot θf ′(θ)+λ2f(θ). We prove that these operators are Calderón-Zygmund operators in the homogeneous type space (0, pi), (sin t)2λ dt. Consequently
Abstract. In this work, we describe several results exhibited during a talk at the El Escorial 2012 ...
AbstractRiesz transforms and conjugate Poisson integrals for multi-dimensional Laguerre function exp...
Abstract. In this paper, using the discrete Calderón-type reproducing formula as-sociated to para-a...
We study several fundamental operators in harmonic analysis related to Jacobi expansions, including ...
We study several fundamental operators in harmonic analysis related to Jacobi expansions, including ...
We discuss two possible definitions for Sobolev spaces associated with ultraspherical expansions. Th...
We discuss two possible definitions for Sobolev spaces associated with ultraspherical expansions. Th...
Abstract. The aim of this paper is to extend the study of Riesz transforms asso-ciated to the Dunkl ...
gk-Functions related to the Poisson semigroup of Fourier-Bessel expansions are defined for each k 1...
We study several fundamental operators in harmonic analysis related to Bessel operators, including m...
Higher Riesz transforms and imaginary powers associated to the harmonic oscillator Krzysztof Stempak...
Abstractgk-Functions related to the Poisson semigroup of Fourier–Bessel expansions are defined for e...
AbstractOn a symmetric spaceX=G/Kof noncompact type, we consider the formulas[formula][formula]where...
Abstract. In this paper we establish that the maximal operator and the Littlewood-Paley g-function a...
AbstractThe Θ-hypergeometric functions generalize the spherical functions on Riemannian symmetric sp...
Abstract. In this work, we describe several results exhibited during a talk at the El Escorial 2012 ...
AbstractRiesz transforms and conjugate Poisson integrals for multi-dimensional Laguerre function exp...
Abstract. In this paper, using the discrete Calderón-type reproducing formula as-sociated to para-a...
We study several fundamental operators in harmonic analysis related to Jacobi expansions, including ...
We study several fundamental operators in harmonic analysis related to Jacobi expansions, including ...
We discuss two possible definitions for Sobolev spaces associated with ultraspherical expansions. Th...
We discuss two possible definitions for Sobolev spaces associated with ultraspherical expansions. Th...
Abstract. The aim of this paper is to extend the study of Riesz transforms asso-ciated to the Dunkl ...
gk-Functions related to the Poisson semigroup of Fourier-Bessel expansions are defined for each k 1...
We study several fundamental operators in harmonic analysis related to Bessel operators, including m...
Higher Riesz transforms and imaginary powers associated to the harmonic oscillator Krzysztof Stempak...
Abstractgk-Functions related to the Poisson semigroup of Fourier–Bessel expansions are defined for e...
AbstractOn a symmetric spaceX=G/Kof noncompact type, we consider the formulas[formula][formula]where...
Abstract. In this paper we establish that the maximal operator and the Littlewood-Paley g-function a...
AbstractThe Θ-hypergeometric functions generalize the spherical functions on Riemannian symmetric sp...
Abstract. In this work, we describe several results exhibited during a talk at the El Escorial 2012 ...
AbstractRiesz transforms and conjugate Poisson integrals for multi-dimensional Laguerre function exp...
Abstract. In this paper, using the discrete Calderón-type reproducing formula as-sociated to para-a...