Academic Staff and Fellows

CHINEN Koji: Professor Ph D (Mathematical Sciences); Department/Science　 Graduate school/Science　Science（兼担）

Coding theory is about ways to properly relay information. It is a comprehensive theory that is the result of numerous mathematical developments. Research is conducted with a focus on algebra, including coding theory as a mathematical theory and related group theory, and ring theory. Research is also conducted into analytic number theory as it relates to ciphers.

How are the prime numbers distributed ?

Research Area	Analytic Number Theory, Coding Theory
Research Interests	Dostribution of primitive roots and residual orders, Zeta functions of codes and invariant polynomials
Selected Publications	(1) Chinen, K. : Extremal invariant polynomials not satisfying the Riemann hypothesis, Appl. Algebra Engrg. Comm. Comput. 30-4 (2019), 275-284. (2) Chinen, K. : Divisible formal weight enumerators and extremal polynomials not satisfying the Riemann hypothesis, Discrete Math. 342 (2019), Article 111601. (3) Chinen, K. : On some families of certain divisible polynomials and their zeta functions, Tokyo J. Math. 43 (2020), 1-23.
Research and Achievements	01_chinen_koji.pdf

Applicable Algebra Laboratory

E-mail	chinen（at）math.kindai.ac.jp Note that this e-mail address has replaced the "@" with "(at)" to prevent spam. When e-mailing, replace the "(at)" with "@".