Add to ORKGAbstract. Via a random construction we establish necessary conditions for Lp(`q) in-equalities for certain families of operators arising in harmonic analysis. In particular we consider dilates of a convolution kernel with compactly supported Fourier transform, vec-tor maximal functions acting on classes of entire functions of exponential type, and a characterization of Sobolev spaces by square functions and pointwise moduli of smooth-ness. 1
We show that many classical operators in harmonic analysis ---such as maximal operators, singular in...
The present thesis is devoted to the study of various properties of Banach func- tion spaces, with a...
Abstract. In this article we prove a maximal Lp-regularity result for stochas-tic convolutions, whic...
Abstract. We show that many classical operators in harmonic analysis|such as maximal operators, sing...
Abstract. We show that many classical operators in harmonic analysis —such as maximal operators, sin...
Abstract. This article is concerned with the operators from harmonic analysis which are naturally as...
This paper describes the set of harmonic functions on a given open set U which can be seen as the ke...
Abstract The present paper introduces a sharp Trudinger type inequality for harmonic functions based...
Abstract. The notion of R-bounded operator families has proven to be cru-cial to several aspects of ...
In this paper we study the vector-valued analogues of several inequalities for the Fourier transform...
AbstractWe prove very general weighted norm inequalities for rough maximal and singular integral ope...
The present thesis is devoted to the study of various properties of Banach func- tion spaces, with a...
We show that many classical operators in harmonic analysis ---such as maximal operators, singular in...
We show that many classical operators in harmonic analysis ---such as maximal operators, singular in...
We show that many classical operators in harmonic analysis ---such as maximal operators, singular in...
We show that many classical operators in harmonic analysis ---such as maximal operators, singular in...
The present thesis is devoted to the study of various properties of Banach func- tion spaces, with a...
Abstract. In this article we prove a maximal Lp-regularity result for stochas-tic convolutions, whic...
Abstract. We show that many classical operators in harmonic analysis|such as maximal operators, sing...
Abstract. We show that many classical operators in harmonic analysis —such as maximal operators, sin...
Abstract. This article is concerned with the operators from harmonic analysis which are naturally as...
This paper describes the set of harmonic functions on a given open set U which can be seen as the ke...
Abstract The present paper introduces a sharp Trudinger type inequality for harmonic functions based...
Abstract. The notion of R-bounded operator families has proven to be cru-cial to several aspects of ...
In this paper we study the vector-valued analogues of several inequalities for the Fourier transform...
AbstractWe prove very general weighted norm inequalities for rough maximal and singular integral ope...
The present thesis is devoted to the study of various properties of Banach func- tion spaces, with a...
We show that many classical operators in harmonic analysis ---such as maximal operators, singular in...
We show that many classical operators in harmonic analysis ---such as maximal operators, singular in...
We show that many classical operators in harmonic analysis ---such as maximal operators, singular in...
We show that many classical operators in harmonic analysis ---such as maximal operators, singular in...
The present thesis is devoted to the study of various properties of Banach func- tion spaces, with a...
Abstract. In this article we prove a maximal Lp-regularity result for stochas-tic convolutions, whic...