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标 题: 参考书目:7.群,李群和李代数(zz)
发信站: 哈工大紫丁香 (Tue Dec 3 19:32:01 2002) , 转信
文章阅读 北大未名站 ○ 数学 讨论区 [Mathematics]
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发信人: caldream (我是小猪我怕谁:)), 信区: Mathematics
标 题: 参考书目:7.群,李群和李代数(zz)
发信站: 北大未名站 (2002年11月27日12:25:21 星期三), 转信
发信人: yjyao (poly), 信区: Mathematics
标 题: 参考书目:7.群,李群和李代数
发信站: 日月光华 (2002年11月27日12:17:53 星期三)
Bernat P., Conze Z. et al.
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Linear algebraic groups, GTM 126, Springer-Verlag, 2nd ed., 1991
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Envelopping algebras, North Holland, Amsterdam, 1974
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Finite groups, harper and Row - Chelsea, New York, 1968
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The structure of Lie groups, Holden-Day Series Mathematics, San
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Introduction to Lie algebras and representation theory, GTM 9,
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Infinite dimensional Lie algebras, Cambridge UP, 3rd ed., 1990
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El\'ement de la th\'eorie des repr\'esentations, Edition MIR,
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Representation Theory of Semi-simple Lie Groups : an Overview
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LIe groups, Lie algebras and their representations, GTM 102,
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Cogito Ergo Sum.
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He who is thinks but does not learn is in great danger.
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