Algebraic Properties of Little-Hankel Operators on Cutoff Harmonic Bergman Space|Jingyu YANG;Yufeng LU;Huo TANG|School of Mathematical Sciences,Dalian University of Technology,Liaoning 116024,P.R.China - 期刊导航|首站-论文投稿智能助手|论文发表|论文智能投稿|期刊自助发表推荐|杂志社快速发表|查同导刊-域田数据官方网站

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典型文献

Algebraic Properties of Little-Hankel Operators on Cutoff Harmonic Bergman Space

文献摘要：

In this paper,we study the finite rank product,commutators and semi-commutators of little-Hankel operators with quasihomogeneous symbols on the cutoff harmonic Bergman s-pace b2n.We obtain the conclusions that the commutator and semi-commutator of little-Hankel operators with qusihomogeneous symbols are finite rank operators.

文献关键词：

中图分类号：

[1] 天文学、地球科学（P） / 地球物理学（P3） / 空间物理（P35）

[2] 医药、卫生（R） / 基础医学（R3） / 病理学（R36） / 病理过程（R364）

[3] 医药、卫生（R） / 药学（R9） / 药理学（R96） / 实验药理学（R965）

作者姓名：

Jingyu YANG;Yufeng LU;Huo TANG

作者机构：

College of Mathematics and Computer Science,Chifeng University,Inner Mogolia 024000,P.R.China;School of Mathematical Sciences,Dalian University of Technology,Liaoning 116024,P.R.China

文献出处：

数学研究及应用

引用格式：

[1]Jingyu YANG;Yufeng LU;Huo TANG-.Algebraic Properties of Little-Hankel Operators on Cutoff Harmonic Bergman Space)[J].数学研究及应用,2022(04):381-401

A类：

quasihomogeneous,b2n,qusihomogeneous

B类：

Algebraic,Properties,Little,Hankel,Operators,Cutoff,Harmonic,Bergman,Space,In,this,paper,we,study,finite,rank,product,commutators,semi,little,operators,symbols,cutoff,harmonic,We,obtain,conclusions,that,are

AB值：

0.511901

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