xii
14.1.
14.2.
14.3.
14.4.
14.5.
14.6.
14.7.
14.8.CONTENTSPreliminary results for the case .Cr(G, T) empty
Starting the L 2 (2) case of .Cr empty
First steps; reducing (VG^1 ) nonabelian to extraspecial
Finishing the treatment of (VG^1 ) nonabelian
Starting the case (VG^1 ) abelian for L 3 (2) and L 2 (2)
Eliminating L 2 (2) when (VG^1 ) is abelian
Finishing L 3 (2) with (VG^1 ) abelian
The QTKE-groups with .Cr(G, T) f:. 0975
981
989
1005
1013
1020
1042
1078
Part 6. The case .C1(G, T) empty^1081
1083
1083
1104
1120
1155Chapter 15. The case .Cr(G, T) = 0
15.1.' Initial reductions when .Cr(G, T) is empty
15.2. Finishing the reduction to Mr/CMr(V(Mr)) c:=. OJ(2)
15.3. The elimination of Mr/CMr(V(Mr)) = Ss wr Z
15.4. Completing the proof of the Main TheoremPart 7. The Even Type Theorem 1167
Chapter 16. Quasithin groups of even type but not even characteristic 1169
16.1. Even type groups, and components in centralizers 1169
16.2. Normality and other properties of components 1173
16.3. Showing L is standard in G 1177
16.4. Intersections of NG(L) with conjugates of CG(L) 1182
16.5. Identifying J 1, and obtaining the final contradiction 1194Bibliography and Index 1205
Background References Quoted
(Part 1: also used by GLS) 1207Background References Quoted(Part 2: used by us but not by GLS) 1209
Expository References Mentioned 1211
Index 1215