A concise and comprehensive introduction to trace formula methods in the study of Shimura varieties and associated Galois representations.Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
Introduction T. J. Haines and M. Harris 1. Lectures on Shimura varieties A. Genestier and B. C. Ngo 2. Unitary Shimura varieties Marc-Hubert Nicole 3. Integral models of Shimura varieties of PEL type Sandra Rozensztajn 4. Introduction to the Langlands-Kottwitz method Yihang Zhu 5. Integral canonical models of Shimura varieties Mark Kisin 6. The Newton stratification Elena Mantovan 7. On the geometry of the Newton stratification Eva Viehmann 8. Construction of automorphic Galois representations Sug Woo Shin 9. The local Langlands correspondence for GLn over p-adic fields, and the cohomology of compact unitary Shimura varieties Peter Scholze 10. Une application des varietes de Hecke des groupes unitaires Gaetan Chenevier 11. A patching lemma Claus M. Sorensen 12. On subquotients of the etale cohomology of Shimura varieties Christian Johansson and Jack A. Thorne.
Introduction T. J. Haines and M. Harris 1. Lectures on Shimura varieties A. Genestier and B. C. Ngo 2. Unitary Shimura varieties Marc-Hubert Nicole 3. Integral models of Shimura varieties of PEL type Sandra Rozensztajn 4. Introduction to the Langlands-Kottwitz method Yihang Zhu 5. Integral canonical models of Shimura varieties Mark Kisin 6. The Newton stratification Elena Mantovan 7. On the geometry of the Newton stratification Eva Viehmann 8. Construction of automorphic Galois representations Sug Woo Shin 9. The local Langlands correspondence for GLn over p-adic fields, and the cohomology of compact unitary Shimura varieties Peter Scholze 10. Une application des varietes de Hecke des groupes unitaires Gaetan Chenevier 11. A patching lemma Claus M. Sorensen 12. On subquotients of the etale cohomology of Shimura varieties Christian Johansson and Jack A. Thorne.
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