| name |
affiliation |
title |
theme |
| P Cartier |
(TBA) |
Motivic aspects of polylogarithms |
II |
| A Connes |
(IHES) |
Galoisian
symmetries and renormalization |
I, II & III |
| B Conrey |
(Palo Alto) |
L-functions and random matrix theory |
I |
| R Dijkgraaf |
(Amsterdam) |
String dualities and automorphic forms |
III |
| P Di Vecchia |
(Nordita) |
Gauge theories
from D-branes |
III |
| E Frenkel |
(Berkeley) |
Vertex algebras
and Algebraic Curves |
II |
| G Moore |
(Rutgers) |
Selected topics in string theory |
III |
| W Nahm |
(DIAS Dublin & Bonn Univ.) |
Physics and dilogarithms |
II & III |
| Ch Soulé |
(CNRS/IHES) |
Introduction to
arithmetic groups |
III |
| J-Ch Yoccoz |
(College de France) |
Diophantine approximation and dynamics |
I |
| A Zorich |
(Rennes/Moscow) |
Diophantine approximation and dynamics |
I |
| D Zagier |
(MPIfM Bonn) |
Polylogarithms |
II |
This is the list confirmed. More seminars will be added
later.
| name |
affiliation |
title |
theme |
| Z Bern |
(UCLA) |
Perturbative Calculations in Gauge and Gravity Theories |
II |
| A Bondal |
(Steklov & Chevaleret) |
Orthogonal decompositions of sl(n) and harmonic analysis |
I |
| P Candelas |
(Oxford) |
Mirror Symmetry and the Zeta Function for the Quintic Threefold |
III |
| J Conway |
(Princeton) |
Faboulous groups (sporadic simple groups and hyperbolic geometry) |
II |
| P Cvitanovic |
(Georgia Tech, Physics) |
Exceptional Lie Algebras as invariance algebras |
III |
| H Gangl |
(Max Planck/Bonn) |
Multiple polylogarithms, rooted trees and
algebraic cycles |
II |
| G Gentile |
(Rome III) |
Bryuno numbers and dynamical systems |
I |
| D Kreimer |
(CNRS/IHES) |
Prime Graphs |
II |
| J Lagarias |
(ATT New Jersey) |
de Branges' Hilbert spaces of entire functions and L-functions |
I |
| M Marcolli |
(Max Planck, Bonn) |
AdS/CFT and arithmetic |
II |
| J Marklof |
(Univ. Bristol) |
Energy level statistics, lattice point problems, and almost modular forms |
I |
| S Marmi |
(Scuola Normale, Pisa) |
Complex Brjuno functions |
I |
| J McKay |
(Concordia/Montreal) |
Some groups, functions, and correspondences |
II |
| B Pioline |
(LPTHE) |
Non-Gaussian Theta Series and the quantum membrane |
III |
| M Pollicott |
(Manchester Univ.) |
Dynamical Zeta functions |
I |
| É Vasserot |
(Cergy) |
Complexe de De Rham chiral, algebres vertex et espace de boucles
formelles |
II |
| A Vershik |
(Steklov) |
Random Matrices that appeared in Geometry |
I |
| D Voiculescu |
(Berkeley) |
Some symmetries of the large N limit of a n-tuple of Gaussian Random matrices |
I |
| A Voros |
(Saclay) |
Zeta functions for the Riemann zeros |
I |
| S Weinzierl |
(INFN Parma) |
Algebraic
algorithms in perturbative calculations |
II |
| K Wendland |
(Warwick) |
Conformal field theory on K3 and an application of the Shioda-Inose structure |
III |
| A Zabrodin |
(ITEP) |
Normal random matrices and problems of complex analysis |
I |
