Schedule
| | Speaker | topic | section
|
|---|
| Feb 7 | Bart de Smit | Introduction: p adic numbers |
| | Feb 14. | Krzysztof Dorobisz | Ostrowski's theorem, normalized valuations, product formula | II §1
| | | Remy van Dobben de Bruyn | Extensions and completion
| II §2,3
| | Feb 21. |
Abtien Javanpeykar | DVR: equal characteristic
| II §4
| |
Maarten Derickx
| DVR: unequal characteristic
[notes]
| II §5
| | Feb 28 |
Wouter Zomervrucht
| Witt vectors
| II §6
| |
Raymond van Bommel
| Discriminants of lattices
| III §1,2
| | Mar 7 |
Joey van der Leer Duran
| Different and discriminant
| III §3,4
| |
Eric Stansifer
| Unramified extensions
| III §5
| | Mar 14. |
Johan Commelin
| Ramification groups
| IV §1
| |
Rob Eggermont
| The quotients G_i/G_{i+1}
| IV §2
| | Mar 21 | No class
| | Mar 28. |
Michiel Kosters | Upper numbering of ramification groups | IV §3
| |
Joey van der Leer Duran
| The norm in the unramified case
| V §1,2
| | Apr 4. |
Rob Eggermont
| Norms in the cyclic prime degree ramified case
| V §3
| |
Abtien Javan Peykar
| Norms and unramified base change
| V §4
| | Apr 11 | No class
| | Apr 18 |
Remy van Dobben de Bruyn
| Norms in the totally ramified case
| V §5,6
| |
Wouter Zomervrucht
| Artin representation
| VI §1,2
| | Apr 25 | No class
| | May 2 | No class
| | May 9 |
Maarten Derickx
| Newton polygons |
| |
Eric Stansifer
| Cyclic extensions of degree p |
| | May 16. |
Johan, Raymond
|
Abelian extensions of Q_p and Q
|
|
We are planning a sequel in the fall of 2011 on the rest of the book:
a cohomological approach to local class field theory.
Last update April 20, 2011, 13:00 |