p-adic Deformation of Algebraic Cycles

(after S. Bloch, H. Esnault, M. Kerz)

This semester we are organising a seminar on p-adic deformation of algebraic cycle classes. This is open to graduate students or anyone with background in arithmetic geometry.
We will meet in JFB B-1. The first meeting is on Wedenesday 23rd January 2013 at 13:00, and every Wednesday after that starting at the same time. This may be subject to change which will be posted here.
The goal is to study the article p-adic deformation of algebraic cycle classes by Spencer Bloch, Hélène Esnault and Moritz Kerz.

Date	Speaker	Topic
23rd January	Veronika Ertl	Overview
30th January	Veronika Ertl	The de Rham and de Rham-Witt complex
6th February	Chih-Chieh Chen	Fontaine-Messing's syntomic complex
13th February	Veronika Ertl	The motivic complex of Suslin-Voevodsky
20th February	Chih-Chieh Chen	Sketch of the proof of Theorem 10.1
27th February	Veronika Ertl	Milnor K-theory and the motivic pro-complex
6th March	Chih-Chieh Chen	Continuous cohomology and K-theory, Chern classes
13th March		Spring Break
20th March	Veronika Ertl	Crytalline Hodge obstruction
27th March	Chih-Chieh Chen	Methods from homological algebra
3rd April	Veronika Ertl	p-adic variational Hodge conjecture for line bundles

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