Riesz transforms for Dunkl transform Page 1 ANNALES MATHÉMATIQUES BLAISE PASCAL
Bechir Amri & Mohamed Sifi Riesz transforms for Dunkl transform Volume 19, no 1 (2012), p …

This paper is perhaps the first attempt at a study of the Hardy space H^ 1 H 1 in the rational
Dunkl setting. Following Uchiyama's approach, we characterize H^ 1 H 1 atomically and by …

Full article: Fractional Riesz–Feller type derivative for the one dimensional Dunkl operator and
Lipschitz condition Skip to Main Content Taylor and Francis Online homepage Taylor and Francis …

The purpose of this article is to present one and two-weight inequalities for bilinear multiplier
operators in Dunkl setting with multiple Muckenhoupt weights. In order to do so, new results …

We estimate the bottom of the L^ 2 L 2 spectrum of the Laplacian on locally symmetric
spaces in terms of the critical exponents of appropriate Poincaré series. Our main result is …

Full article: Note on Bessel functions of type AN−1 Skip to Main Content Taylor and Francis
Online homepage Taylor and Francis Online homepage Log in | Register Cart 1.Home 2.All …

This paper explores the realm of fractional integral calculus in connection with the one-
dimensional Dunkl operator on the space of tempered functions and Lizorkin type space …

We derive asymptotic estimates for the growth of the norm of the deformed Hankel transform
on the deformed Hankel–Lipschitz space defined via a generalised modulus of continuity …

The aim of this work is to introduce a novel concept, Riesz–Dunkl fractional derivatives,
within the context of Dunkl-type operators. A particularly noteworthy revelation is that when a …

We consider Dunkl theory on Rd associated to a finite reflection group G. We establish first
an estimate for the Dunkl translation of the characteristic function of a closed ball with radius …