Higher order Riesz transforms, fractional derivatives, and Sobolev spaces for Laguerre expansions

Type: Article

Publication Date: 2004-12-30

Citations: 74

DOI: https://doi.org/10.1016/j.matpur.2004.09.003

Locations

  • Journal de Mathématiques Pures et Appliquées - View

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Works That Cite This (73)

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+ On potential spaces related to Jacobi expansions 2014 Bartosz Langowski
+ PDF Chat Maximal operators of exotic and non-exotic Laguerre and other semigroups associated with classical orthogonal expansions 2017 Adam Nowak
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+ Log-Hessian and Deviation Bounds for Markov Semi-Groups, and Regularization Effect in $\mathbb {L}^{1}$ 2021 Nathaël Gozlan
Xue-Mei Li
Mokshay Madiman
Cyril Roberto
Paul-Marie Samson
+ Transference of Lp-boundedness between harmonic analysis operators for Laguerre and Hermite settings 2009 Jorge Juan Betancor Pérez
+ PDF Chat Fractional integration and fractional differentiation for 𝑑-dimensional Jacobi expansions 2008 Cristina Balderrama
Wilfredo Urbina
+ Hypercontractivity for log-subharmonic functions 2008 Piotr Graczyk
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Jean-Jacques Lœb
Tomasz Żak
+ Vector valued multivariate spectral multipliers, Littlewood-Paley functions, and Sobolev spaces in hte Hermite setting 2013 Jorge J. Betancor
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+ Riesz Transforms and Spectral Multipliers of the Hodge-Laguerre Operator 2014 Giancarlo Mauceri
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+ Maximal operators associated with Generalized Hermite polynomials and function expansions 2013 Liliana Forzani
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