In this work, the boundedness of the spherical maximal function, the mapping properties of the fractional spherical maximal functions, the variation and oscillation inequalities of Riesz transforms on Herz spaces have been established
In this paper, we find necessary and sufficient conditions for the boundedness of fractional maximal...
The aim of this short note is to give an alternative proof, which applies to functions of bounded va...
AbstractWe establish an endpoint weak-type maximal inequality for the spherical maximal operator app...
We provide a new direct proof of the ζ2-boundedness of the Discrete Spherical Maximal Function that ...
The primary purpose of this work was to prove the boundedness of the Fractional Maximal Operator in ...
Improved $\ell^p$-Boundedness for Integral $k$-Spherical Maximal Functions, Discrete Analysis 2018:1...
We prove endpoint bounds for derivatives of fractional maximal functions with either smooth convolut...
AbstractWe use simple one-dimensional operators to bound pointwise the spherical maximal operator ac...
Graduation date: 2000The study of differentiation of integrals has led to the study of maximal funct...
In this paper we extend previously obtained results on If norm inequalities (1 \u3c p \u3c co) for s...
We prove analogue statements of the spherical maximal theorem of E. M. Stein, for the lattice points...
Abstract. We introduce a notion of maximal potentials and we prove that they form bounded operators ...
In this paper, we show weighted estimates in mixed norm spaces for the Riesz transform associated wi...
WOS: 000463591800012In this paper, we find necessary and sufficient conditions for the boundedness o...
AbstractOur aim in this paper is to deal with Sobolev's type inequality, Hardy's type inequality and...
In this paper, we find necessary and sufficient conditions for the boundedness of fractional maximal...
The aim of this short note is to give an alternative proof, which applies to functions of bounded va...
AbstractWe establish an endpoint weak-type maximal inequality for the spherical maximal operator app...
We provide a new direct proof of the ζ2-boundedness of the Discrete Spherical Maximal Function that ...
The primary purpose of this work was to prove the boundedness of the Fractional Maximal Operator in ...
Improved $\ell^p$-Boundedness for Integral $k$-Spherical Maximal Functions, Discrete Analysis 2018:1...
We prove endpoint bounds for derivatives of fractional maximal functions with either smooth convolut...
AbstractWe use simple one-dimensional operators to bound pointwise the spherical maximal operator ac...
Graduation date: 2000The study of differentiation of integrals has led to the study of maximal funct...
In this paper we extend previously obtained results on If norm inequalities (1 \u3c p \u3c co) for s...
We prove analogue statements of the spherical maximal theorem of E. M. Stein, for the lattice points...
Abstract. We introduce a notion of maximal potentials and we prove that they form bounded operators ...
In this paper, we show weighted estimates in mixed norm spaces for the Riesz transform associated wi...
WOS: 000463591800012In this paper, we find necessary and sufficient conditions for the boundedness o...
AbstractOur aim in this paper is to deal with Sobolev's type inequality, Hardy's type inequality and...
In this paper, we find necessary and sufficient conditions for the boundedness of fractional maximal...
The aim of this short note is to give an alternative proof, which applies to functions of bounded va...
AbstractWe establish an endpoint weak-type maximal inequality for the spherical maximal operator app...
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