Linear Representations of Finite Groups by Jean-Pierre Serre

Linear Representations of Finite Groups



Download Linear Representations of Finite Groups




Linear Representations of Finite Groups Jean-Pierre Serre ebook
Publisher: Springer
ISBN: 3540901906, 9783540901907
Page: 179
Format: pdf


Serre, Linear representations of finite groups. In particular, we give a description of connected Lie groups admitting a (not necessarily continuous) faithful locally bounded finite-dimensional representation; as it turns out, such groups are linear. This textbook contains a comprehensive and detailed exposition of the fundamentals of the representation theory of groups, especially of finite groups and compact groups. GO Linear Representations of Finite Groups Author: Jean-Pierre Serre Type: eBook. Serre: Complex semisimple Lie algebra and their representations. The exposition is based on the decomposition of the two-sided regular representation. A rotation by [itex]\pi/3[/itex] is just a linear operator and thus a special case of a tensor. Language: English Released: 1977. Publisher: Springer Page Count: 179. EU researchers contributed important knowledge to the field of modular representation theory in the form of proofs and pioneering analyzes. Linear Representations of Groups (Birkhäuser Advanced Texts Basler Lehrbücher) LINK: Download Linear Representations of Groups (Birkhäuser Advanced Texts Basler Lehrbücher) eBook. ň�绍学，《近世代数基础》.

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