Conformal field theory, isomonodromy tau-functions and Painlevé equations, 2018

PROGRAM     Update:10 December

10:00--11:30   13:00--14:30   15:00--16:30 
 12/10 (MON)   F. Loray S. Szabo
 12/11 (TUE) T. Suzuki K. Hasegawa G. Kuroki
 12/12 (WED) Y. Matsubara A. Komyo  

10 DECEMBER

13:00 -- 14:30 Frank LORAY (Université de Rennes1)
Classification of algebraic solutions of irregular Garnier systems
15:00 -- 16:30 Szilard SZABO (Budapest University of Technology and Economics)
Perversity equals weight for Painlevé systems

11 DECEMBER

10:00 -- 11:30 Takao SUZUKI (Kindai University)
Cluster algebra and generalized $q$-Painlevé VI systems of type $A$ (joint work with N. Okubo)
13:00 -- 14:30 Koji HASEGAWA (Tohoku University)
Quantization of discrete Painlevé/Garnier system via affine quantum group
15:00 -- 16:30 Gen KUROKI (Tohoku University)
Quantized $\tau$-functions generated by the Bäcklund transformations

12 DECEMBER

10:00 -- 11:30 Yuki MATSUBARA (Kobe University)
On the Cohomology of The Moduli Space of Parabolic Connections
13:00 -- 14:30 Arata KOMYO (Osaka University)
The moduli spaces of parabolic connections with a quadratic differential and isomonodromic deformations