摘要
给出了局部Hardy空间h^p(R^n)(n/n+1<p<1)上一种新的分子分解.作为应用,得到了强奇异Calderon-Zygmund积分算子在Hardy型空间上的有界性,并讨论了其交换子的有界性.
The authors give a new molecular decomposion for the local Hardy space hP(R^n) (n/n+1〈p〈1). As its application, the boundedness of strongly singular Calderon- Zygmund operator in Hardy spaces is obtained. Moreover, the boundedness of its commutator is also discussed.
出处
《数学年刊(A辑)》
CSCD
北大核心
2013年第3期313-326,共14页
Chinese Annals of Mathematics
基金
国家自然科学基金(No.10871173,No.10931001,No.11101372,No.11226109)
浙江省教育厅基金(No.Y201018469)的资助