变量核的Marcinkiewicz高阶交换子在Hardy空间的有界性

Boundedness of Marcinkiewicz integral higher commutators with variable kernels on Hardy spaces

证明了带变量核的Marcinkiewicz积分算子和局部可积有限函数列珗b=(b1,…,bm)生成的高阶交换子μ珗bΩ(f)在Hardy空间上的有界性。

The boundedness results on Hardy spaces were established for a class of generalized higher commutators μ^bΩ（f）generated by the Marcinkiewicz integral operator with variable kernels and a finite family of locally integrable function →b.