Add to ORKGLet G = -Delta(xi) - vertical bar xi vertical bar(2) partial derivative(2)/partial derivative eta(2) be the Grushin operator on R-n x R. We prove that the Riesz transforms associated to this operator are bounded on L-p(Rn+1), 1 < p < infinity, and their norms are independent of dimension n
Let (E,H, µ) be an abstract Wiener space and let DV: = V D, where D denotes the Malliavin derivative...
In this paper we prove weighted mixed norm estimates for Riesz transforms on the Heisenberg group an...
In a recent work, P. Chen and E. M. Ouhabaz proved a $p$-specific $L^p$-spectral multiplier theorem ...
Let G = -Delta(xi) - vertical bar xi vertical bar(2) partial derivative(2)/partial derivative eta(2)...
We characterise the higher order Riesz transforms on the Heisenberg group and also show that they sa...
This article deals with L-p-L-2 estimates for solutions of the wave equation associated to the Grush...
We prove that the solution of the wave equation associated to the Grushin operator G = -Delta -verti...
We prove that the solution of the wave equation associated to the Grushin operator G = -Delta -verti...
Riesz transforms associated to Hermite functions were introduced by S. Thangavelu, who proved that t...
We study the boundedness on Lp of the Riesz transform δL-1/2, where I is one of several operators de...
We study the boundedness on Lp of the Riesz transform ∇ L−½, where L is one of several operators def...
This note concerns with the boundedness in LP -spaces of the Riesz transforms associated with a clas...
This note concerns with the boundedness in LP -spaces of the Riesz transforms associated with a clas...
Abstract. We establish that the spectral multiplier M(Gα) associated to the differential oper-ator G...
We establish that the Riesz transforms of all orders corresponding to the Grušin operator HN=−∇2x−|x...
Let (E,H, µ) be an abstract Wiener space and let DV: = V D, where D denotes the Malliavin derivative...
In this paper we prove weighted mixed norm estimates for Riesz transforms on the Heisenberg group an...
In a recent work, P. Chen and E. M. Ouhabaz proved a $p$-specific $L^p$-spectral multiplier theorem ...
Let G = -Delta(xi) - vertical bar xi vertical bar(2) partial derivative(2)/partial derivative eta(2)...
We characterise the higher order Riesz transforms on the Heisenberg group and also show that they sa...
This article deals with L-p-L-2 estimates for solutions of the wave equation associated to the Grush...
We prove that the solution of the wave equation associated to the Grushin operator G = -Delta -verti...
We prove that the solution of the wave equation associated to the Grushin operator G = -Delta -verti...
Riesz transforms associated to Hermite functions were introduced by S. Thangavelu, who proved that t...
We study the boundedness on Lp of the Riesz transform δL-1/2, where I is one of several operators de...
We study the boundedness on Lp of the Riesz transform ∇ L−½, where L is one of several operators def...
This note concerns with the boundedness in LP -spaces of the Riesz transforms associated with a clas...
This note concerns with the boundedness in LP -spaces of the Riesz transforms associated with a clas...
Abstract. We establish that the spectral multiplier M(Gα) associated to the differential oper-ator G...
We establish that the Riesz transforms of all orders corresponding to the Grušin operator HN=−∇2x−|x...
Let (E,H, µ) be an abstract Wiener space and let DV: = V D, where D denotes the Malliavin derivative...
In this paper we prove weighted mixed norm estimates for Riesz transforms on the Heisenberg group an...
In a recent work, P. Chen and E. M. Ouhabaz proved a $p$-specific $L^p$-spectral multiplier theorem ...