摘要
In this paper, we proved the Lp-boundedness of the Marcinkiewicz integral μΩ(f) on product domains Rn × Rm,where Ω∈L(log+L)2β(Sn-1 × Sm-1)( β > 1).
本文证明了乘积空间Rn×Rm上Marcinkiewicz积分μΩ（f）的Lp有界性,其中Ω∈L（log+L）2β（Sn-1×Sm-1）,β>1.
基金
Supported by NNSFC (19631080) and NSFZJ (RC97017).
