Academic Staff and Fellows

Associate Professor Ph.D (Science) (Kobe University)
Department/Science  Graduate school/Science

My research field is the theory of special functions which are defined by differential or difference equations in complex domains. These special functions are related to various fields of pure mathematics and applied mathematics. Therefore they are very interesting research object.

Discrete Painlevé system of type A

Research Area Special functions and Integrable systems
Research Interests Painleve equations
Hypergeometric functions
Infinite dimensional integrable systems
Selected Publications (1) A Lax Formulation of a Generalized q-Garnier System, Takao Suzuki, Math. Phys. Anal. Geom. 24(4) (2021).

(2) Generalized q-Painlevé system of type (A2n+1+A1+A1)(1) arising from cluster algebra, Naoto Okubo and Takao Suzuki, Int. Math. Res. Not. 2022(9) 6561-6607 (2022).

(3) An affine Weyl group action on the basic hypergeometric series arising from the q-Garnier system, Taiki Idomoto and Takao Suzuki, Lett. Math.Phys. 112(6) (2022).
Affiliated Academic Societies The Mathematical Society of Japan
(Undergraduate Course)
Kobe University
(Master's/Doctral Course)
Kobe University
Title of Thesis, Institute, Date Affine Weyl group symmetry of the Garnier system, Kobe University, March 2004

Special Functions Laboratory

E-mail suzuki(at)
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Academic Staff and Fellows