Solvability Of Groups of Odd OrderPDF电子书下载
- 电子书积分：26 积分如何计算积分？
- 作 者：
- 出 版 社：
- 出版年份：2222
- ISBN：
- 页数：1028 页
CHAPTER Ⅰ 775
1．Introduction 775
2．Notation and Definitions 775
3．Quoted Results 780
4．Elementary Results 783
5．Numerical Results 786
CHAPTER Ⅱ 789
6．Preliminary Lemmas of Lie Type 789
7．Preliminary Lemmas of Hall-Higman Type 791
8．Miscellaneous Preliminary Lemmas 796
CHAPTER Ⅲ 803
9．Tamely Imbedded Subsets of a Group 803
10．Coherent Sets of Characters 809
11．Some Applications of Theorem 10．1 816
12．Further Results about Tamely Imbedded Subsets 823
13．Self Normalising Cyclic Subgroups 829
CHAPTER Ⅳ 845
14．Statement of Results Proved in Chapter Ⅳ 845
15．A Partition of π(？) 848
16．Lemmas about Commutators 848
17．A Domination Theorem and Some Consequences 850
18．Configurations 855
19．An E-theorem 857
20．An E-theorem for πs 866
21．A C-theorem for πs and a C-theorem for πs 870
22．Linking Theorems 873
23．Preliminary Results about the Maximal Subgroups of ？ 884
24．Further Linking Theorems 886
25．The Isolated Prime 896
26．The Maximal Subgroups of ？ 900
CHAPTER Ⅴ 943
27．Statement of the Result Proved in Chapter Ⅴ 943
28．Characters of Subgroups of Type Ⅰ 943
29．Characters of Subgroups of Type Ⅲ and Ⅳ 945
30．Characters of Subgroups of Type Ⅱ，Ⅲ and Ⅳ 948
31．Characters of Subgroups of Type Ⅴ 960
32．Subgroups of Type Ⅴ 975
33．Subgroups of Type Ⅰ 976
34．The Subgroups ？ and ？ 983
35．Further Results about ？ and ？ 997
36．The Proof of Theorem 27．1 1001
CHAPTER Ⅵ 1011
37．Statement of the Result Proved in Chapter Ⅵ 1011
38．The Sets A and B 1011
39．The Proof of Theorem 37．1 1017
BIBLIOGRAPHY 1029