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dc.contributor.author郑兆娟
dc.date.accessioned2017-11-14T02:51:13Z
dc.date.available2017-11-14T02:51:13Z
dc.date.issued2008-12-15
dc.identifier.citation数学物理学报,2008,28(06):224-235
dc.identifier.issn1003-3998
dc.identifier.otherSXWX200806028
dc.identifier.urihttps://dspace.xmu.edu.cn/handle/2288/154841
dc.description.abstractC_q∶=C_q[x_1~(±1),x_2~(±1)]为复数域上的量子环面,其中q≠0是一个非单位根,D(C_q)为C_q的导子李代数.记L_q为C_q(?)D(C_q)的导出子代数.该文研究李代数L_q的自同构群,泛中心扩张和导子李代数.
dc.description.abstractLet q be generic and C_q:=C_q[x_1~(±1),x_2~(±1)]be an associative torus algebra,and D(C_q) the set of derivations of C_q.Set L_q to be the derived Lie subalgebra of C_q(?)D(C_q).In this paper,we study the automorphism group,central extension and derivations of the Lie algebra L_q.
dc.description.sponsorship国家自然科学基金(10371100)资助
dc.language.isozh_CN
dc.subject李代数
dc.subject量子环面
dc.subject自同构群
dc.subject泛中心扩张
dc.subject导子
dc.subjectLie algebra
dc.subjectQuantum torus
dc.subjectAutomorphism group
dc.subjectCentral extension
dc.subjectDerivations
dc.title量子环面李代数的自同构群,泛中心扩张与导子
dc.title.alternativeAutomorphism Group,Central Extension and Derivations for a Lie Algebra over Quantum Torus
dc.typeArticle


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