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Tables of Contents for On the Local Structure of Morita and Richard Equivalences Between Brauer Blocks
Chapter/Section Title
Page #
Page Count
Introduction
1
8
General notation, terminology and quoted results
9
14
Noninjective induction of OG-interior algebras
23
14
Hecke OG-interior algebras and noninjective induction
37
10
On the local structure of Hecke OG-interior algebras
47
14
Morita stable equivalences between Brauer blocks
61
12
Basic Morita stable equivalences between Brauer blocks
73
16
The Morita stable equivalent class of a nilptent block
89
4
The differential Z-grading O-algebra
93
10
DG-modules
103
10
D-algebras and DG-interior algebras
113
10
Induction of DG-interior algebras
123
10
Brauer sections in basic induced DG-interior algebras
133
18
Pointed groups on DG-interior algebras and Higman embeddings
151
24
Hecke DG-interior algebras and noninjective induction
175
6
On the local structure of Hecke DG-interior algebras
181
18
Brauer sections in basic Hecke DG-interior algebras
199
16
Rickard equivalences between Brauer blocks
215
14
Basic Rickard equivalences between Brauer blocks
229
14
Appendix 1 A proof of Weiss' criterion for permutation OP-modules
243
6
Appendix 2 Tensor induction of D-interior G-algebras
249
10
References
259
2
Index
261