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標(biāo)  題: 參考書目:7.群，李群和李代數(shù)（zz）

發(fā)信站: 北大未名站 (2002年11月27日12:25:21 星期三), 轉(zhuǎn)信


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標(biāo)  題: 參考書目:7.群，李群和李代數(shù)

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SMF n°4,Dunod, Paris 1972


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Linear algebraic groups, GTM 126, Springer-Verlag, 2nd ed., 1991


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Generators and relations for discrete groups, Ergeb. Math. 14,

3rd ed. Springer-Verlag, 1984


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Methods of representation theory with wpplications to finite

groups and orders, I & II, Pure and Applied Math., john Wiley and

Sons, 1981,1987


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Envelopping algebras, North Holland, Amsterdam, 1974

(法文版: Alg\`ebres enveloppantes; Cahiers Scientifiques n°37,

Gauthier Villars, Paris 1974)


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Finite groups, harper and Row - Chelsea, New York, 1968


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Differential geometry, Lie groups and Symmetric Spaces, Pures and

Applied Mathematics n°80, Academic Press, 1978


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The structure of Lie groups, Holden-Day Series Mathematics, San

Francisco, 1965

(法文版: La structure des groupes de Lie, Monographies Univ.

Math., Dunod, Paris 1968)


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Introduction to Lie algebras and representation theory, GTM 9,

Springer-Verlag, 2nd ed., 1972


Kac V.

Infinite dimensional Lie algebras, Cambridge UP, 3rd ed., 1990


Kirillov A.

El\'ement de la th\'eorie des repr\'esentations, Edition MIR,

Moscou, 1974 或者 Grundlehren Math. Wiss. 220, Springer-Verlag,

1976


Knapp A.W.

Representation Theory of Semi-simple Lie Groups : an Overview

based on examples, Princeton Mathematical Series n°36, Princeton

UP, 1986


Serre J.-P.

Repr\'esentation lin\'eaires des groupes finis, Hermann, Paris, 1971

(英文版: Linear representation od linear groups, GTM 42,

Springer-Verlag, 1974)


Varadarajan V.S.

LIe groups, Lie algebras and their representations, GTM 102,

Springer-Verlag, 1984

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Cogito Ergo Sum.

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The Master siad, "He who learns but does not think, is lost.

He who is thinks but does not learn is in great danger.


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