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Bibframe Work

Title
Modular representation theory of finite groups
Type
Text
Monograph
Language
English
Illustrative Content
Illustrations
Classification
LCC: QA177 .M66 2001 (Assigner: dlc) (Status: used by assigner)
DDC: 512/.2 full (Assigner: dlc)(Source: 21)
Content
text
Table Of Contents
Machine generated contents note: Prefacev
Lectures given during the Symposiumix
Meinolf Geck
Modular Harish-Chandra series, Hecke algebras
and (generalized) q-Schur algebras1
Jonathan Brundan and Alexander S. Kleshchev
Tensor products and restrictions in type A67
Raphael Rouquier
Block theory via stable and Rickard equivalences101
Robert Boltje
Alperin's weight conjecture in terms of linear source modules
and trivial source modules147
Marc Cabanes and Jeremy Rickard
Alvis-Curtis duality as an equivalence of derived categories157
Stephen R. Doty and Daniel K. Nakano
Relating the cohomology of general linear groups and symmetric groups175
Jie Du
Generalized q-Schur algebras and the ways to approach them189
Meinolf Geck and Raphael Rouquier
Filtrations on projective modules for Iwahori-Hecke algebras 211
Corneliu Hoffman
Projective representations for some exceptional finite groups of Lie type223
Nicholas J. Kuhn
Splitting fields and twisted group rings for the finite general linear groups231
Kay Maagard and Pham Huu Tiep
Irreducible tensor products of representations of finite
quasi-simple groups of Lie type 239.
Authorized Access Point
Modular representation theory of finite groups