Forschungsseminar Sommersemester 2013

Thema: "p-adic periods and derived de Rham cohomology" nach A. Beilinson

Beginn: 14 Uhr c.t.

Ort: Arnimallee 7 SR E.31

Leitung: Hélène Esnault

Organisation: Kay Rülling, Lars Kindler

Programm: hier

Voträge:

Datum Titel Sprecher
18. April Introduction Kay
18. April Fontaine's period ring B_dR Lei
25. April Illusie's derived de Rham complex Timo
2. Mai The derived de Rham interpretation of B_dR^+ Dima
16. Mai de Jong's theorems on alterations Inder
16. Mai Grothendieck topologies, sieves, bases Adeel
23. Mai Varieties, pairs and the h-topology Giulia
30. Mai Log geometry and the log derived de Rham complex Ananyo
30. Mai Cohomological Descent and de Rham cohomology Lei
6. Juni The p-adic Poincaré Lemma I Lars
20. Juni The p-adic Poincaré Lemma II Henrik
4. Juli The p-adic period isomorphism I N.N.
4. Juli The p-adic period isomorphism II N.N.