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Zeta functions can be attached to several mathematical objects like fields, groups, algebras, functions, and dynamical systems. Typically zeta functions encode relevant arithmetic, algebraic, geometric or topological information about the original object.
 
Topics
 

The conference will focus on current advances and perspectives related to the following topics:

1 Arithmetic and geometric aspects of local, topological and motivic zeta functions.
2 Poincaré series of valuations.
3 Zeta functions of groups, rings and representations.
4 Prehomogeneous vector spaces and their zeta functions.
5 Height zeta functions.
6 Computation of zeta functions and applications.

 
Organizing Committee
 
A. Melle-Hernández (Spain), W. Veys (Belgium), W. A. Zúñiga-Galindo (Mexico).
 
Local Organizing Committee
 

CHAIR: Ll. Huguet.
A. Campillo, G.Cardona, M.González-Hidalgo, A. Mir (Spain).

 
Scientific Committee
 
A. Campillo (Spain), J. Denef (Belgium), F. Grunewald (Germany), S. M. Gusein-Zade (Russia), M. Larsen (USA), I. Luengo (Spain), Y. Tschinkel (USA), A. Yukie (Japan).
 
 
Latest News & Events
19/10/2009
Poster available

The poster about the workshop is now available here.

Inscription fee 60€, Social dinner 30€. To be paid at the registration desk.

"How to arrive" is now available here.

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Quick Contact
Antonio Campillo
campillo@agt.uva.es
Manuel González
manuel.gonzalez@uib.es
Arnau Mir
arnau.mir@uib.es