Chapter 1 Highest weight categories, q-Schur algebras, Hecke
algebras, and finite general linear groups ........... 7
Chapter 2 Blocks of q-Schur algebras, Hecke algebras, and
finite general linear groups ........................ 19
Chapter 3 Rock blocks of finite general linear groups and
Hecke algebras, when w < l .......................... 27
Chapter 4 Rock blocks of symmetric groups, and the Brauer
morphism ............................................ 33
Chapter 5 Schur-Weyl duality inside Rock blocks of symmetric
groups .............................................. 39
Chapter 6 Ringel duality inside Rock blocks of symmetric
groups .............................................. 49
Chapter 7 James adjustment algebras for Rock blocks of
symmetric groups .................................... 57
Chapter 8 Doubles, Schur super-bialgebras, and Rock blocks
of Hecke algebras ................................... 67
Chapter 9 Power sums .......................................... 85
Chapter 10 Schiver doubles of type A∞ .......................... 91
Bibliography ................................................... 97
Index ......................................................... 101
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