一类次线性算子在Morrey空间的加权有界性

Weighted Boundedness for some Sublinear Operators in Morrey Spaces

设 T 为次线性算子 ,如果 T 在Lebesgue空间Lp 上有界 ,则证明了T也在Morrey空间上有界 .该算子T包含许多重要例子 .

Let T be some sublinear operator, it is proved that if T is bounded in Lebesgue spaces , then it is bounded in Morrey spaces . The operators include many important operators .