
ADDRESS: Furocho, Chikusaku, Nagoya, Japan / POSTAL CODE: 464-8602

Update: 2024/12/03

Research

Galois Theory, Painlevé equations and Algebraic Geometry

Period:: Friday, December 3–Saturday, December 4, 2004
Venue:: Room 509, Bldg. Sci-1, Graduate School of Mathematics, Nagoya University
Speakers:: Phillip Boalch (École normale supérieure), Michi-aki Inaba (Kyushu University), Shigeru Mukai (RIMS, Kyoto University), Masatoshi Noumi (Kobe University), Kazuo Okamoto (University of Tokyo), Jean-Pierre Ramis (Université de Toulouse), Hidetaka Sakai (University of Tokyo), Hiroshi Umemura (Nagoya University)
Organizers:: Shigeyuki Kondo (Nagoya University), Shigeru Mukai (RIMS, Kyoto University), Hiroshi Saito (Nagoya University), Masa-Hiko Saito (Kobe University)
Directions:: Directions to Nagoya University

Friday, December 3
13:00–14:00	Jean-Pierre Ramis (Université de Toulouse) Invariants and Galois theory for irregular meromorphic $q$-difference equations A new apparition of an omnipresent wild fundamental group
14:30–15:30	Michi-aki Inaba (Kyushu University) Moduli of parabolic connections and Riemann-Hilbert correspondence
16:00–17:00	Hiroshi Umemura (Nagoya University) Invitation to Galois Theory
Saturday, December 4
10:00–11:00	Shigeru Mukai (RIMS, Kyoto University) On Umemura’s threefold of degree 22
11:30–12:30	Hidetaka Sakai (University of Tokyo) TBA
14:00–15:00	Phillip Boalch (École normale supérieure) Some algebraic solutions to Painlevé VI
15:30–16:30	Masatoshi Noumi (Kobe University) TBA
16:45–17:45	Kazuo Okamoto (University of Tokyo) Bilinear representation of degenerated Garnier systems in two variables