Finite Groups 72: Proceedings of the Gainesville Conference on Finite Groups, March 23-24, 1972

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Elsevier, Sep 21, 2011 - Mathematics - 157 pages
Finite Groups 72
 

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Contents

Chapter 1 Minimal Resolution
1
Chapter 2 Sylow 2Subgroups of Rank 3
3
Chapter 3 The Extended ZJ Theorem
6
Chapter 4 Finite Groups Generated by Odd Transposition
8
Chapter 5 Groups Generated by a Class of Elements of Order
12
Chapter 6 Solvable Groups Automorphism Groups and Representation Theory
19
Chapter 7 Groups Whose Sylow 2Groups Have Cyclic Commutator Groups
25
Chapter 8 A Construction for the Smallest Fischer Group F 22
27
Chapter 16 Simple Groups of Conjugate Type Rank 5
84
Chapter 17 A Class of Simple Groups of Characteristic 2
98
Chapter 18 2Groups Which Contain Exactly Three Involutions
101
Chapter 19 On Solving the Degree Equations in πGroups
108
Chapter 20 On Finite Linear Groups of Degree Less Than q 1 2
116
Chapter 21 A Setting for the Leech Lattice
117
Chapter 22 The Normal Structure of the OnePoint Stabilizer of a Doubly Transitive Group
119
Chapter 23 FlagTransitive Subgroups of Chevalley Groups
122

Chapter 9 Groups With a BNPair of Rank 2
36
Chapter 10 Characters of Symplectic Groups Over F2
41
Chapter 11 Strongly Closed Abelian 2Subgroups of Finite Groups
55
Chapter 12 Finite Groups of Sectional 2Rank At Most 4
57
Chapter 13 Automorphisms of Extra Special Groups and Nonvanishing Degree 2 Cohomology
68
Chapter 14 Characterizations of Some Finite Simple Chevalley Groups by Centralizers of Involution
74
Chapter 15 Remark on Shults Graph Extension Theorem
80
Chapter 24 Corollaries of Strongly Embedded Type from a A Theorem of Aschbacher
126
Chapter 25 On Fusion in 2Sylow Intersections
131
Chapter 26 The Existence and Uniqueness of Lyons Group
138
Chapter 27 Isometries in Finite Groups of Lie Type
142
Chapter 28 Centralizers of Involutions and the Classification Problem
147
Chapter 29 A Characterization of Orthogonal Simple Groups PΩ2nq
156
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