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International Research Training Group
GRK 1800






Summer School 2014 of the IRTG
"Moduli and Automorphic Forms"
in collaboration with the Rényi Institute
logo MAF 

Budapest

Recent Developments in Algebraic and Arithmetic Geometry 

Date:  August 25th to 30th, 2014 

Location: Alfréd Rényi Institute of Mathematics, Budapest
             (Main Lecture Hall)

Main Speakers:
Francois Charles (CNRS, Orsay)
Finiteness results and the Tate conjecture
(show abstract [here])

Gaetan Chenevier (École Polytechnique, Paris)
An introduction to level 1 automorphic forms
(show abstract [here])

Duco van Straten (Mainz)
Calabi-Yau Motives and Differential Equations
(show abstract [here])

Angelo Vistoli (Scuola Normale Superiore Pisa)
The Nori fundamental group scheme
(show abstract [here])

Balázs Szendröi (Oxford)
Motivic DT invariants of quantised Calabi-Yau quiver algebras
(show abstract [here])

Gergely Zábrádi (Eötvös University, Budapest)
Colmez's p-adic Langlands correspondence and generalizations
(show abstract [here])

Organizers:

Gavril Farkas (HU Berlin)
András Némethi (Rényi Budapest)
Gerard van der Geer (U Amsterdam)
András Stipsicz (Rényi Budapest)
Jürg Kramer (HU Berlin)
Tamás Szamuely (Rényi Budapest)

Everybody is welcome to participate.
In case of participation, please send an email to Ms. Marion Thomma: thomma@math.hu-berlin.de

Schedule: [here]

Participants: [here]
   


Universiteit van Amsterdam                                 FU Berlin                               Universiteit Leiden                                HU Berlin