Let Pk denote the projection of L2(Rn) onto the kth eigenspace of the operator (-δ+│x│2) and SNα = (1/ANα) ΣkN =0 ANα-k Pk . We study the multiplier transform TNα for the Weyl transform W defined by W(TNαƒ) = SN α W(ƒ) . Applications to Laguerre expansions are given
Proved are transference results that show connections between: a) multipliers for the Fourier-Bessel...
AbstractWe find the sharp range of boundedness for transplantation operators associated with Laguerr...
AbstractThe subspaces Gα, Gβ, and Gβα (α, β ≥ 0)of Schwartz′ space S+ in (0, + ∞) are associated wit...
Abstract A multiplier theorem for the Weyl transform is proved. This theorem is used to derive suffi...
AbstractA multiplier theorem for the Weyl transform is proved. This theorem is used to derive suffic...
AbstractWe consider two partial differential operators D1 and D2 having eigenfunctions defined with ...
We investigate Laplace type and Laplace-Stieltjes type multipliers in the d-dimensional setting of t...
We investigate Laplace type and Laplace-Stieltjes type multipliers in the d-dimensional setting of t...
We investigate Laplace type and Laplace-Stieltjes type multipliers in the d-dimensional setting of t...
We investigate Laplace type and Laplace-Stieltjes type multipliers in the d-dimensional setting of t...
We investigate Laplace type and Laplace-Stieltjes type multipliers in the d-dimensional setting of t...
AbstractWe develop a technique of proving standard estimates in the setting of Laguerre function exp...
AbstractA multiplier theorem for the Weyl transform is proved. This theorem is used to derive suffic...
AbstractFor α>0 we consider the system ψk(α−1)/2(x) of the Laguerre functions which are eigenfunctio...
We shall work with the Laguerre measure on R^d_+ and the associated Laplacian L, by means of which t...
Proved are transference results that show connections between: a) multipliers for the Fourier-Bessel...
AbstractWe find the sharp range of boundedness for transplantation operators associated with Laguerr...
AbstractThe subspaces Gα, Gβ, and Gβα (α, β ≥ 0)of Schwartz′ space S+ in (0, + ∞) are associated wit...
Abstract A multiplier theorem for the Weyl transform is proved. This theorem is used to derive suffi...
AbstractA multiplier theorem for the Weyl transform is proved. This theorem is used to derive suffic...
AbstractWe consider two partial differential operators D1 and D2 having eigenfunctions defined with ...
We investigate Laplace type and Laplace-Stieltjes type multipliers in the d-dimensional setting of t...
We investigate Laplace type and Laplace-Stieltjes type multipliers in the d-dimensional setting of t...
We investigate Laplace type and Laplace-Stieltjes type multipliers in the d-dimensional setting of t...
We investigate Laplace type and Laplace-Stieltjes type multipliers in the d-dimensional setting of t...
We investigate Laplace type and Laplace-Stieltjes type multipliers in the d-dimensional setting of t...
AbstractWe develop a technique of proving standard estimates in the setting of Laguerre function exp...
AbstractA multiplier theorem for the Weyl transform is proved. This theorem is used to derive suffic...
AbstractFor α>0 we consider the system ψk(α−1)/2(x) of the Laguerre functions which are eigenfunctio...
We shall work with the Laguerre measure on R^d_+ and the associated Laplacian L, by means of which t...
Proved are transference results that show connections between: a) multipliers for the Fourier-Bessel...
AbstractWe find the sharp range of boundedness for transplantation operators associated with Laguerr...
AbstractThe subspaces Gα, Gβ, and Gβα (α, β ≥ 0)of Schwartz′ space S+ in (0, + ∞) are associated wit...
DOI
Add to ORKG