DOIAbstract
AbstractA multiplier theorem for the Weyl transform is proved. This theorem is used to derive sufficient conditions for the boundedness of a general operator on Lp(Rn). An application to multipliers of the Hermite expansion is given
AbstractA multiplier theorem for the Weyl transform is proved. This theorem is used to derive sufficient conditions for the boundedness of a general operator on Lp(Rn). An application to multipliers of the Hermite expansion is given
AbstractIn this paper, we prove a Hörmander type multiplier theorem for multilinear operators. As a ...
In this thesis, we prove L(\u27p) boundedness and unboundedness results for Fourier multipliers obta...
AbstractWe study Fourier multipliers which result from modulating jumps of Lévy processes. Using the...
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...
In this thesis we deal with two problems in harmonic analysis. In the first problem we discuss weight...
The (k, a)-generalised Fourier transform is the unitary operator defined using the a-deformed Dunkl ...
In this article we deal with a variation of a theorem of Mauceri concerning the L-P boundedness of o...
Let Pk denote the projection of L2(Rn) onto the kth eigenspace of the operator (-δ+│x│2) and SNα = (...
Let P be a non-negative, self-adjoint differential operator of degree d on Rn. Assume that the assoc...
Many probabilistic constructions have been created to study the Lp-boundedness, 1 \u3c p \u3c ∞, of ...
Abstract. In this paper we prove that the Hankel multipliers of Laplace transform type on (0,∞)n are...
AbstractWe consider Fourier multipliers for Lp associated with the Dunkl operator on R and establish...
In this paper, we prove weighted norm inequalities for Weyl multipliers satisfying Mauceri's conditi...
In this paper, we prove weighted norm inequalities for Weyl multipliers satisfying Mauceri's conditi...
AbstractIn this paper, we prove a Hörmander type multiplier theorem for multilinear operators. As a ...
In this thesis, we prove L(\u27p) boundedness and unboundedness results for Fourier multipliers obta...
AbstractWe study Fourier multipliers which result from modulating jumps of Lévy processes. Using the...
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...
In this thesis we deal with two problems in harmonic analysis. In the first problem we discuss weight...
The (k, a)-generalised Fourier transform is the unitary operator defined using the a-deformed Dunkl ...
In this article we deal with a variation of a theorem of Mauceri concerning the L-P boundedness of o...
Let Pk denote the projection of L2(Rn) onto the kth eigenspace of the operator (-δ+│x│2) and SNα = (...
Let P be a non-negative, self-adjoint differential operator of degree d on Rn. Assume that the assoc...
Many probabilistic constructions have been created to study the Lp-boundedness, 1 \u3c p \u3c ∞, of ...
Abstract. In this paper we prove that the Hankel multipliers of Laplace transform type on (0,∞)n are...
AbstractWe consider Fourier multipliers for Lp associated with the Dunkl operator on R and establish...
In this paper, we prove weighted norm inequalities for Weyl multipliers satisfying Mauceri's conditi...
In this paper, we prove weighted norm inequalities for Weyl multipliers satisfying Mauceri's conditi...
AbstractIn this paper, we prove a Hörmander type multiplier theorem for multilinear operators. As a ...
In this thesis, we prove L(\u27p) boundedness and unboundedness results for Fourier multipliers obta...
AbstractWe study Fourier multipliers which result from modulating jumps of Lévy processes. Using the...
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