Instructional Conference, May 7-11, 2007, Lorentz Center.
Back to the website of the instructional conference | Prerequisites | Hand-outs and exercises
The lectures are in Room 201 on the second floor and the social activities in the Common room on the third floor. On Monday-Thursday mornings there are lectures. In the afternoons there are exercise sessions where the participants can practice with the theory discussed in the morning lectures. On Friday there will be a series of lectures meant for a general audience.
MONDAY MAY 7 | |
09:30-10:00 | Picking up badges, hand-outs etc. from Common Room |
10:00-10:50 | Samir Siksek: Preliminaries on curves of genus 1 |
11:00-11:50 | Yann Bugeaud: Preliminaries on linear forms in logarithms |
14:00-16:00 | Exercise session |
16:00-17:00 | Discussion of solutions |
17:00-18:00 | Wine and cheese party in Common Room |
TUESDAY MAY 8 | |
09:00-09:50 | Nils Bruin: Preliminaries on Chabauty's method |
10:00-10:50 | Samir Siksek: Preliminaries on Modular/Frey curves |
11:00-11:50 | Yann Bugeaud: Linear forms in logarithms II |
14:00-16:00 | Exercise session |
16:00-17:00 | Discussion of solutions |
WEDNESDAY MAY 9 | |
09:00-09:50 | Nils Bruin: Chabauty's method II |
10:00-10:50 | Samir Siksek: Modular/Frey curves II |
11:00-11:50 | Mike Bennett:The hypergeometric method |
14:00-16:00 | Exercise session |
16:00-17:00 | Discussion of solutions |
17:00-22:00 | Boat trip on Kager plassen and dinner on boat.
The bus will depart on 17:15. |
THURSDAY MAY 10 | |
09:00-09:50 | Mike Bennett: Modular/Frey curves III |
10:00-10:50 | Nils Bruin: Chabauty's method III |
11:00-11:50 | Yann Bugeaud: Linear forms in p-adic logarithms |
14:00-16:00 | Exercise session |
16:00-17:00 | Discussion of solutions |
FRIDAY MAY 11 | |
11:00-12:00 | Johnny Edwards (Utrecht): x2+ y3= z5 and similar equations. |
13:30-14:30 | Nils Bruin (SFU, Burnaby): Some hyperbolic cases of the generalized Fermat equation. |
14:45-15:45 | Frits Beukers (Utrecht): Integral points on cubic surfaces. |
16:00-17:00 | Rob Tijdeman (Leiden): Arithmetical properties of arithmetical progressions. |