Titlebook: Representations of SL2(Fq); Cédric Bonnafé Textbook 2011 Springer-Verlag London Limited 2011 Deligne-Lusztig theory.Morita equivalences.SL

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https://doi.org/10.1007/978-0-85729-157-8Deligne-Lusztig theory; Morita equivalences; SL(2, q); characters; derived equivalences; modular represen

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Deligne-Lusztig Induction..?〈.〉. as acting . on the Drinfeld curve .. It follows that the cohomology groups . inherit the structure of (.,.(..?〈.〉.)-bimodules. We will systematically use the results of Appendix A (which are referenced as A.?.!).

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More about Characters of , and of its Sylow Subgroupsof modular representations. We describe central characters, congruences and the character tables of normalisers of Sylow subgroups. We make use of this information to verify the global McKay conjecture for . in all characteristics.

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erence for a rapidly growing GaAs community of researchers and graduate students. It was written over several years and parts of it were used for courses on GaAs devices and integrated circuits and on heterojunction GaAs devices developed and taught at the University of Minnesota. Many people helped

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Cédric Bonnafé Eigenschaften dieser neuen Bauelemente einarbeiten wollen. Auf Grund der hohen Bedeutung dieser Technik wurde ihr ein eigener Band in der bekannten und bereits an dieser Stelle diskutierten Reihe Halbleiter-Elektronik gewidmet. Vorausgesetzt wird die Kenntnis der Grundlagen der Halbleiter-Elektroni

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