局部紧Vilenkin群上一类Herz空间中的次线性算子的有界性

Sublinear Operators on a Class of Herz Spaces Over Locally Compact Vilenkin Groups

得到局部紧 Vilenkin群上一类加幂权的 H erz空间中次线性算子的有界性定理 。

In this paper,boundedness theorem of sublinear operators on a class of Herz spaces with power weights over locally compact Vilenkin groups is obtained.For the case unweighted we also get a sufficient condition.