Program

21 Feburary

• 13:50-14:50　Toshio Oshima (Univ. Tokyo): Middle convolution of differential equations
• 15:10-16:10　Shinya Ishizaki ((Univ. Tokyo): Multiplicative version of Yokoyama's extension operation and middle convolution
• 16:30-17:30　Kazuki Hiroe (Univ. Tokyo): Two point connection problem of quantum Toda equation of type A₂

22 Feburary

• 9:00-10:20　Daisuke Yamakawa (RIMS): Middle convolution and reflection functor (1)
• 10:40-12:00　Hiroshi Kawakami (Univ. Tokyo): Middle convolution for Okubo equations of irregular singular type (1)
• 13:30-14:30　Kiyoshi Takeuchi (Tsukuba Univ.): Newton polyhedra, A-hypergeometric equations and local zeta functions
• 14:50-15:50　Koichi Takemura (Yokohama City Univ.): Deligne-Simpson problem in the case that the gcd of dimensions of eigenspaces is greater than 1
• 16:10-17:10　Masatoshi Noumi (Kobe Univ.): Mellin transform and connection problem

23 Feburary

• 9:00-10:30　Daisuke Yamakawa (RIMS): Middle convolution and reflection functor (2)
• 10:40-12:00　Hiroshi Kawakami (Univ. Tokyo): Middle convolution for Okubo equations of irregular singular type (2)
• 13:30-14:30　Jiro Sekiguchi (Tokyo Univ. Agri. Tech.): On partial Wronskians
• 16:30-18:00　Masatoshi Noumi (Kobe Univ.): Duality of differential equations and bi-linear relations

24 Feburary

• 9:40-10:40　Susumu Tanabe (Kumamoto Univ.): Global monodromy of reducible generalized hypergeometric differential equation
• 11:00-12:00　Yoshishige Haraoka (Kumamoto Univ.): On connection problem

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  Organizer

  Yoshishige Haraoka

  Department of Mathematics, School of Science, Kumamoto University

  E-mail：haraoka@kumamoto-u.ac.jp
  

  Tel：096-342-3323

  Toshio Oshima

  Graduate School of Mathematical Scienes, University of Tokyo