Add to ORKGAbstract. In this paper we characterize the Banach spaces with the UMD property by means of Lp-boundedness properties for the imaginary powers of the Hermite and Laguerre operators. In order to do this we need to obtain pointwise representations for the Laplace transform type multipliers associated with Hermite and Laguerre operators. 1
Abstract. In this paper we prove that the Hankel multipliers of Laplace transform type on (0,∞)n are...
The UMD property of a Banach space is one of the most useful properties when one thinks about possib...
AbstractA multiplier theorem for the Weyl transform is proved. This theorem is used to derive suffic...
In this paper we characterize the Banach spaces with the UMD property by means of Lp-boundedness pro...
AbstractIn this paper we present a new method in order to transfer boundedness results for operators...
Abstract. In this paper we prove that the maximal Lp-regularity property on the interval (0, T), T&g...
Abstract. In this paper we define square functions (also called Littlewood-Paley-Stein func-tions) a...
We prove various extensions of the Coifman-Rubio de Francia-Semmes multiplier theorem to operator-va...
We prove various extensions of the Coifman-Rubio de Francia-Semmes multiplier theorem to operator-va...
In this article we deal with a variation of a theorem of Mauceri concerning the L-P boundedness of o...
This thesis presents some results on the local theory of Banach spaces and operator spaces. The firs...
This thesis presents some results on the local theory of Banach spaces and operator spaces. The firs...
International audienceLet T be a bounded linear operator on L p. We study the rate of growth of the ...
In this paper we show sharp lower bounds for norms of even homogeneous Fourier multipliers in L(Lp(R...
In this paper we show sharp lower bounds for norms of even homogeneous Fourier multipliers in L(Lp(R...
Abstract. In this paper we prove that the Hankel multipliers of Laplace transform type on (0,∞)n are...
The UMD property of a Banach space is one of the most useful properties when one thinks about possib...
AbstractA multiplier theorem for the Weyl transform is proved. This theorem is used to derive suffic...
In this paper we characterize the Banach spaces with the UMD property by means of Lp-boundedness pro...
AbstractIn this paper we present a new method in order to transfer boundedness results for operators...
Abstract. In this paper we prove that the maximal Lp-regularity property on the interval (0, T), T&g...
Abstract. In this paper we define square functions (also called Littlewood-Paley-Stein func-tions) a...
We prove various extensions of the Coifman-Rubio de Francia-Semmes multiplier theorem to operator-va...
We prove various extensions of the Coifman-Rubio de Francia-Semmes multiplier theorem to operator-va...
In this article we deal with a variation of a theorem of Mauceri concerning the L-P boundedness of o...
This thesis presents some results on the local theory of Banach spaces and operator spaces. The firs...
This thesis presents some results on the local theory of Banach spaces and operator spaces. The firs...
International audienceLet T be a bounded linear operator on L p. We study the rate of growth of the ...
In this paper we show sharp lower bounds for norms of even homogeneous Fourier multipliers in L(Lp(R...
In this paper we show sharp lower bounds for norms of even homogeneous Fourier multipliers in L(Lp(R...
Abstract. In this paper we prove that the Hankel multipliers of Laplace transform type on (0,∞)n are...
The UMD property of a Banach space is one of the most useful properties when one thinks about possib...
AbstractA multiplier theorem for the Weyl transform is proved. This theorem is used to derive suffic...