一类次线性算子在广义Morrey空间上的加权有界性

Weighted Boundedness for Some Sublinear Operators in generalized Morrey Spaces

本文证明了如果次线性算子 T在 Orlicz空间上有界 ,则也在 Morrey空间上有界 .

In this paper,it is proved that if T is bownded in Orlicz spaces,then it is bounded in Morrey spaces.The operator T includes many important operators, for example, maximal operator and singular integral operator.