定义了加权的摩尔型Besov与Triebel-Lizorkin空间,获得了一些空间的基本性质;并且通过空间的离散特征刻画,得到了经典的拟微分算子在这类空间上是有界的.
It is firstly defined that weighted Morrey type Besovand Lizorkin-Triebel spaces and some basic properties are given;then discrete characterization for the weighted Morrey-type Besov-Triebel spaces are studied and it is shown that pseudo-differential operators are bounded on these spaces by using discrete characterization.