L^p空间上的拟幂零积分算子

Quasi-nilpotent Integral Operator on L^p Space

下载PDF

导出

摘要设T是Lebesgue函数空间Lp 上的一类积分算子。 Let T be the integral operator on Lebesgue function space L p,the necessary and sufficient condition for T to be quasi nilpotent is obtained.

作者甘静

机构地区长沙市雅礼中学

出处《湖南教育学院学报》 2000年第5期137-140,共4页 Journal of Hunan Educational Institute

关键词勒贝格空间拟幂零积分算子可测子集集族 L^p space integral operator quasi-nilpotent operator

分类号 O177.6 [理学—基础数学]

引文网络
相关文献

1李卫华.d-小波集[J].应用泛函分析学报,2004,6(1):80-82. 被引量：2
2WANG Hui,CHEN JieCheng.The maximal super-singular integral operators on product spaces[J].Science China Mathematics,2011,54(12):2615-2626. 被引量：1
3Guo En HU.Estimates for the Maximal Bilinear Singular Integral Operators[J].Acta Mathematica Sinica,English Series,2015,31(5):847-862. 被引量：2
4易展,杨东.拟幂零积分算子的等价刻划[J].数学理论与应用,2003,23(2):27-32.
5吴会咏,高文军,王一女.有限生成算子李代数的几个结果[J].沈阳化工学院学报,2007,21(3):238-240.
6Yan Ping CHEN,Yong DING,Xin Xia WANG.Commutators of Marcinkiewicz Integral with Rough Kernels on Sobolev Spaces[J].Acta Mathematica Sinica,English Series,2011,27(7):1345-1366.
7WANG WEI XU JING-SHI.Commutators of Multilinear Singular Integrals with Lipschitz Functions[J].Communications in Mathematical Research,2009,25(4):318-328. 被引量：9
8Mo Hui-xia,Yu Dong-yan,Sui Xin,Ji You-qing.Boundedness of Commutators Generated by Campanato-type Functions and Riesz Transforms Associated with Schrdinger Operators[J].Communications in Mathematical Research,2015,31(4):289-297.
9CHEN YanPing,DING Yong,LI Ran.The boundedness for commutators of maximal hypersingular integrals with rough kernels[J].Science China Mathematics,2013,56(4):707-728. 被引量：1
10Yan Ping CHEN,Yong DING,Xin Xia WANG.Commutator of Hypersingular Integral with Rough Kernels on Sobolev Spaces[J].Acta Mathematica Sinica,English Series,2013,29(6):1043-1054.

湖南教育学院学报

2000年第5期

浏览历史

内容加载中请稍等...

L^p空间上的拟幂零积分算子

相关作者

相关机构

相关主题

浏览历史