Program

19 June

• 9:30-10:30　Yoshishige Haraoka (Kumamoto Univ.): Prolongation and middle convolution of Fuchsian systems
• 11:00-12:00　Taizo Sadahiro (Pref. Univ. Kumamoto): Domino tilings with diagonal impurities
• 14:00-15:00　Koichi Takemura (Yokohama City Univ.): Middle convolution of linear systems of differential equations with irregular singularities
• 15:20-16:20　Kazuki Hiroe (Univ. Tokyo): Laplace transform of Fuchsian differential equations
• 16:40-17:40　Toshio Oshima (Univ. Tokyo): Fractional calculus of Weyl algebra and its application I

20 June

• 9:30-10:30　Vladimir Kostov (Univ. Nice): On Deligne-Simpson problem
• 11:00-12:00　Vladimir Kostov (Univ. Nice): Schur-Szegö composition of polynomials
• 16:40-17:40　Jiro Sekiguchi (Tokyo Univ. Agri. Tech.): Uniformizing differential equations and hyperelliptic integrals

21 June

• 9:30-10:30　Daisuke Yamakawa (RIMS): Symplectic meaning of Kawakami's result
• 11:00-12:00　Toshimasa Ishige (Chiba Univ.): A family of K3 sufraces and GKZ-DE induced from a Fano polytope
• 14:00-15:00　Toshio Oshima (Univ. Tokyo): Fractional calculus of Weyl algebra and its application II
• 15:20-16:20　Hironori Shiga (Chiba Univ.): A generalization of the classical Jacobi formula and the Gauss AGM theorem
• 16:40-17:40　Tetsu Masuda (Aoyama Gakuin Univ.): Discriminants of Umemura polynomials associated with P_V

22 June

• 9:30-10:30　Katsuhisa Mimachi (Tokyo Inst. Tech): Topics around the integrals related with the present workshop
• 11:00-12:00　Hidetaka Sakai (Univ. Tokyo): Monodromy preserving deformation and 4-dimensional Painlevé type equations Part II

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  Organizer

  Toshio Oshima

  Graduate School of Mathematical Scienes, University of Tokyo

  Yoshishige Haraoka

  Department of Mathematics, School of Science, Kumamoto University