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On a Result of Pointed Representations of finite Dimensional Simple Lie Algebras
引用本文:徐祥. On a Result of Pointed Representations of finite Dimensional Simple Lie Algebras[J]. 数学季刊, 1993, 8(3): 63-65
作者姓名:徐祥
作者单位:Institute of
摘    要:There have been a great many of studies on the pointed representations of fi-nite-dimensional sanple Lie algebras.cf.[1][2]etc.In this paper we give a new proof of animpottant Lemma,and from this we derive our main result:Irreducible pointed modules of finite-dimesional simple Lie algebras are all Harish-Chandra modules.

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On a Result of Pointed Representations of finite Dimensional Simple Lie Algebras
Xu Xiang. On a Result of Pointed Representations of finite Dimensional Simple Lie Algebras[J]. Chinese Quarterly Journal of Mathematics, 1993, 8(3): 63-65
Authors:Xu Xiang
Affiliation:InstituteofAppliedMathematics,ZhejiangUniversity
Abstract:There have been a great many of studies on the pointed representations of fi-nite-dimensional simple Lie algebras.cf.[1][2]etc.In this paper we give a nwe proof of an impottant Lemma,and from this we derive our main result:Irreducible pointed modules of finite-dimesional simple Lie algebras are all Harish-Chandra modules.
Keywords:Lie algebra  algebra homomorphism
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