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- PublisherTsinghua University Press
- Publication date2000
- ISBN 10 7302303894
- ISBN 13 9787302303893
- BindingPaperback
- LanguageChinese
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The basis of theory of finite groups (2nd Edition)(Chinese Edition)
Published by
Tsinghua University Press, 2000
ISBN 10: 7302303894
ISBN 13: 9787302303893
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paperback
Seller: liu xing, Nanjing, JS, China
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paperback. Condition: New. Ship out in 2 business day, And Fast shipping, Free Tracking number will be provided after the shipment.Paperback. Pub Date: 2012 Pages: 222 Language: Chinese Publisher: Tsinghua University Press theory of finite groups foundation (2nd edition) about the basic knowledge of the theory of finite groups. less length complete exposition of the limited the basic concepts of group theory and deal with finite groups. and introduces the basic concepts of the finite group said common conclusions Topics include: basic concepts of normal subgroups. homomorphism theorem. permutation group. replacement. exchange group. Sylow theorems. solvable finite group representation theory preliminary. The theory of finite groups foundation (2nd edition) a simple. enlightening. and equipped with more examples and exercises. easy to teach and self-learning. Study of the book. does not require readers to learn abstract algebra courses or read books. this book can be used as institutions of higher learning finite group theory course materials are also available science and technology workers as self-study materials or reference books. Contents: Chapter 1. the basic concepts of the concept of group 1.1 1.2 permutation group 1.3 sub group 1.4 1.5 group of the cyclic group coset decomposition 1.6 isomorphic 1.7 Permutation role Exercises Chapter 2 normal subgroup homomorphic Theorem 2.1 homomorphic 2.2 conjugate subgroup and conjugated elements 2.3 normal subgroup 2.4 homomorphism Theorem 2.5 An (n = 4) single 2.6 from Chapter 3 further discussion of the permutation group of the automorphism group exercises 3.1 permutation group some special subgroup 3.2 the transitive group 3.3 nontransitive group 3.4 transitive group as the the Permutation said base 4.2 4.3 3.5 primitive exercises Chapter 4 abelian group 4.1 direct product of finite commutative groups constructed Exercises Chapter 5 Sylow Theorem 5.1 the Sylow theorem of 5.2 finite p-group some 5.3 Chapter 6 of the p-group exercises solvable 6.1 synthetic base column 6.2 6.3 Asia cyclic group solvable. nilpotent groups and solvable exercises in Chapter 7 of finite groups of the initial 7.1 linear group 7.2 group representation and the Character 7.3 orthogonal relationship 7.4 finite group irreducible representation of the number of 7.5 several applications Exercises Review QuestionsFour Satisfaction guaranteed,or money back. Seller Inventory # NG026249
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