Einführung in die p-adische Hodge Theorie

von Prof. Dr. O. Venjakob, Dr. Th. Bouganis (mit Prof. Matzats Arbeitsgruppe), WS 2006.

Termin: Mittwoch 9:15 s.t. im HS 3.


Beginn: 25.10.06

Beschreibund des Seminars in .pdf.


Literatur:

[Col]   P. Colmez, Sur un resultat de Shankar Sen, C.R.Acad.Sci, Serie I, 318 (1994)

[Fo]   J.-M.Fontaine Arithmetique des representations galoisiennes p-adique, LMS Student Texts 26, Asterisque, 295, 2004.

[Sen]   S. Sen, Continuous Cohomology and p-adic Galois Representations, Inv. Math 62 (1980).

[Tat]   J.Tate., p-divisible groups, Summer Scholl at Driebergen, Springer, Berlin (1967)


Termine, Themen, Sprecher:

Datum # Thema Sprecher(in)
25.10.2006 1 Introduction. Thanasis Bouganis
3.11.2006 2 Ax-Sen-Tateīs Theory I. Peter Barth
8.11.2006 3 Ax-Sen-Tateīs Thaoery II. Peter Barth
10.11.2006 4 Tateīs Theorem. Cornelius Probst
15.11.2006 5 Senīs Theory of C_p representations I Ricardo Ingles
6.12.2006 6 Senīs Theory of C_p representations II Ricardo Ingles
13.12.2006 7 Colmezīs approach and Tannakian categories I. Thorsten Heidusdorf
20.12.2006 8 Colmezīs approach and Tannakian categories II. Thorsten Heidusdorf
10.1.2007 9 Classification of C_p representations. Otmar Venjakob
17.1.2007 10 The field B_dR. Stefan Wewers
24.1.2007 11 Senīs theory of B_dR representations. Thanasis Bouganis
31.1.2007 12 B_dR representations and Tannakian categories.
7.2.07 13 Classification of B_dR representations
14.2.2007 14 Applications to p-adic representations