Arbeitsgruppe Arithmetische Algebraische Geometrie
Veranstaltungen im SS 2015
Vorlesung (V5A1): Advanced Topics in Algebra
Contents:Modular forms and their associated Galois representations.
Key words: modular forms, Hecke operators, Eichler-Shimura isomorphism,
elliptic curves, l-adic Galois representations
Prerequisites: Complex analysis, basic course on algebraic geometry, esp. the contents of chapt. 2, 3 in Hartshorne´s book
Mo 10 (c.t.) - 12 Uhr und Mi 10(c.t.) - 12 Uhr, SR 0.006; sowie Übungen n.V.; Beginn: 08.04.2015
Dr. Eugen Hellmann
Vorlesung (V5A3): Advanced Topics in Algebraic Geometry
Contents: Theory of vector bundles on algebraic curves.
Key words here are: Classification of vector bundles on curves of low genus,
moduli spaces of vector bundles, uniformization
Prerequisites: Basic course in Algebraic Geometry, esp. the contents of chapt. 2, 3 in Hartshorne´s book
Di 10 (c.t.) - 12 Uhr und Do 14(c.t.) - 16 Uhr, SR 0.006; sowie Übungen n.V.; Beginn: 07.04.2015
Prof. Dr. Michael Rapoport
Seminar (S4A3 Seminar): Graduate Seminar on Advanced Algebra
Title:The Picard Functor
Vorbesprechung: 03.02.2015, 16:00 Uhr, SR 1.007
Di 16 (c.t.) - 18 Uhr, SR 0.006; Beginn: 07.04.2015
Prof. Dr. M. Rapoport, Dr. Eugen Hellmann
Oberseminar (S4A1 Graduate Seminar on Algebraic Geometry):
Title: The Witt vector affine Grassmannian
Di 14 (c.t.) - 16 Uhr und n.V., SR 0.006; Beginn: 07.04.2015
Prof. Dr. P. Scholze, Prof. Dr. M. Rapoport
Arbeitsgemeinschaft (S4A1 Graduate Seminar on Algebraic Geometry):
Arithmetische Geometrie
Do 16 (c.t.) - 18 Uhr und n.V., SR 0.006; Beginn: 09.04.2015
Prof. Dr. P. Scholze, Prof. Dr. M. Rapoport
Letzte Änderung: April 2015, Sekretariat Prof. Rapoport