Derivations and Deformations of Lie-Yamaguti Color Algebras|Wen TENG;Taijie YOU|School of Mathematical Sciences,Guizhou Normal University,Guizhou 550025,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

Derivations and Deformations of Lie-Yamaguti Color Algebras

文献摘要：

In this paper,we introduce the representation and cohomology theory of Lie-Yamaguti color algebras.Furthermore,we introduce the notions of generalized derivations of Lie-Yamaguti color algebras and present some properties.Finally,we study linear deformations of Lie-Yamaguti color algebras,and introduce the notion of a Nijenhuis operator on a Lie-Yamaguti color algebra,which can generate a trivial deformation.

文献关键词：

中图分类号：

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

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

[3] 数理科学和化学（O） / 力学（O3） / 振动理论（O32） / 非线性振动（O322）

作者姓名：

Wen TENG;Taijie YOU

作者机构：

School of Mathematics and Statistics,Guizhou University of Finance and Economics,Guizhou 550025,P.R.China;School of Mathematical Sciences,Guizhou Normal University,Guizhou 550025,P.R.China

文献出处：

数学研究及应用

引用格式：

[1]Wen TENG;Taijie YOU-.Derivations and Deformations of Lie-Yamaguti Color Algebras)[J].数学研究及应用,2022(01):15-30

A类：

Derivations,Deformations,Yamaguti,Nijenhuis

B类：

Lie,Color,Algebras,In,this,paper,we,introduce,representation,cohomology,theory,color,algebras,Furthermore,notions,generalized,derivations,some,properties,Finally,study,linear,deformations,operator,which,can,generate,trivial

AB值：

0.420163

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