AbstractIn this paper, applying the atomic decomposition and molecular characterization of the real weighted Hardy spaces Hwp(Rn), we give the weighted boundedness of the homogeneous fractional integral operator TΩ,α from Hwpp(Rn) to Lqwq(Rn), and from Hwpp(Rn) to Hwqq(Rn)
We prove boundedness of the Riesz fractional integral operator between distinct Orlicz–Morrey spaces...
summary:In this paper we give a sufficient condition on the pair of weights $(w,v)$ for the boundedn...
Let be the usual Hardy operator, i.e., . We prove that the operator is bounded and has a bounded inv...
Mapping properties for the homogeneous fractional integral operator T_{{ Ω}, α} on the Hardy spaces ...
The molecular characterization of the weighted atomic Hardy space H-w(p,q,s) is given. As an applica...
In this work we give sufficient and necessary conditions for the boundednessof the fractional integr...
AbstractWe first define molecules for weighted Hardy spaces and prove their molecular characters. As...
We establish the boundedness of the fractional integral operators on the Hardy-amalgam spaces
summary:In this work we give sufficient and necessary conditions for the boundedness of the fraction...
We consider a version of M. Riesz fractional integral operator on a space of homogeneous type and sh...
We consider a version of M. Riesz fractional integral operator on a space of homogeneous type and sh...
In this study, we establish boundedness of homogeneous fractional Hardy-type integral on variable ex...
In this paper we introduce the one-sided weighted spaces L−w (β), −1 <β< 1. The purpose of this defi...
AbstractIn this paper, applying the atomic decomposition and molecular characterization of the real ...
AbstractIn this paper, we use the idea of the discrete Littlewood–Paley theory developed by Han and ...
We prove boundedness of the Riesz fractional integral operator between distinct Orlicz–Morrey spaces...
summary:In this paper we give a sufficient condition on the pair of weights $(w,v)$ for the boundedn...
Let be the usual Hardy operator, i.e., . We prove that the operator is bounded and has a bounded inv...
Mapping properties for the homogeneous fractional integral operator T_{{ Ω}, α} on the Hardy spaces ...
The molecular characterization of the weighted atomic Hardy space H-w(p,q,s) is given. As an applica...
In this work we give sufficient and necessary conditions for the boundednessof the fractional integr...
AbstractWe first define molecules for weighted Hardy spaces and prove their molecular characters. As...
We establish the boundedness of the fractional integral operators on the Hardy-amalgam spaces
summary:In this work we give sufficient and necessary conditions for the boundedness of the fraction...
We consider a version of M. Riesz fractional integral operator on a space of homogeneous type and sh...
We consider a version of M. Riesz fractional integral operator on a space of homogeneous type and sh...
In this study, we establish boundedness of homogeneous fractional Hardy-type integral on variable ex...
In this paper we introduce the one-sided weighted spaces L−w (β), −1 <β< 1. The purpose of this defi...
AbstractIn this paper, applying the atomic decomposition and molecular characterization of the real ...
AbstractIn this paper, we use the idea of the discrete Littlewood–Paley theory developed by Han and ...
We prove boundedness of the Riesz fractional integral operator between distinct Orlicz–Morrey spaces...
summary:In this paper we give a sufficient condition on the pair of weights $(w,v)$ for the boundedn...
Let be the usual Hardy operator, i.e., . We prove that the operator is bounded and has a bounded inv...
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