Okamoto, Takuya
| Affiliation | Institute of Liberal Arts and Science |
|---|---|
| Title | Associate Professor |
| Fields of Research | Analytic Number Theory |
| Degree | Ph.D. in Mathematical science (Nagoya University) |
| Academic Societies | The Mathematical Society of Japan |
| takuyaok@las Please append ".tut.ac.jp" to the end of the address above. |
|
| Researcher information URL（researchmap） | Researcher information |
Theme1：Analytic properties of multiple zeta-functions
Selected publications and works
T. Okamoto and T. Onozuka, Functional equation for the Mordell-Tornheim multiple zeta function, Funct. Approx. Comment. Math. vol.55 (2016), No.2, pp.227-241.
Keywords
Analytic continuation, Functional equation, Hypergeometric function
Theme2：Multiple zeta values at positive integers
Selected publications and works
S. Kadota, T. Okamoto and K. Tasaka, Evaluation of Torheim’s type of double series, Illinois Journal of Math. Vol.61 (2017), No.1-2, pp.171-186.
Keywords
Parity result、Mordell-Tornheim multiple zeta-functions
Theme3：the mean values of the Dirichlet L-functions
Selected publications and works
T. Okamoto and T. Onozuka, On the various mean values of the Dirichlet L-functions, Acta Arith, vol.167 (2015), No.2, pp.101-115.
Keywords
Dirichlet L-functions
Title of class
Differential and Integral Calculus 1, 2, Linear Algebra 1, 2, Mathematical Principle and Philosophy, Advanced Natural Sciences 1