Central Simple Algebras over Function Fields of Surfaces
26 August - 1 September 2007
In 2002, Johan de Jong proved the equality of period and index for
central simple algebras over function fields of complex algebraic surfaces.
The summer school will present this ground-breaking result together
with its proof.
Leading experts from the field will explain the
underlying methods from algebraic geometry and the general mathematical
context to an audience of young researchers.
There will be a total of five lecture series, which will be complemented by a number of tutorials
and additional talks.
Free lodging in holiday flats and further financial support are
availabe to a limited number of young researchers at pre- and postdoc
All senior researchers are equally welcome to participate. There will
a registration fee of 50 euros.
The summer school is organised by
Karim Johannes Becher (Universität Konstanz) and
Daniel Plaumann (Universität Konstanz).
It is supported by the Center for Junior Research Fellows of the University of Konstanz.
It's over! Below are some pictures and movies. More importantly, Michel Van den Bergh and Jan Van Geel have prepared detailed notes of their lectures.
Click here for the original anouncement.
Notes on de Jong's period=index theorem for central simple algebras over fields of transcendence degree two (Michel Van den Bergh)
Introductory Talk (Jan Van Geel)
Movie of Everybody
Movie of Philippe Gille
Movie of Andrew Kresch
Movie of Max Lieblich
Movie of Anne Quéguiner-Mathieu
Movie of Tamás Szamuely
Movie of Michel Van den Bergh
Andrea Barjasic (Secretary):
All pictures and movies taken by Thomas Unger.
Page maintained by Karim Johannes Becher (email@example.com), Daniel Plaumann, Matthias Schork, and Rainer Sinn.