Yoshihiro Mizoguchi

J-GLOBAL         Last updated: Aug 16, 2016 at 16:12
Yoshihiro Mizoguchi
Kyushu University
Job title


Yoshihiro Mizoguchi was born in Fukuoka on June 20, 1960. He received B.S. in 1983, the M.S. 1985 in Mathematics and the Dr. Sci. in 1992 in Information Systems from Kyushu University. Presently, he is a Professor of Faculty of Mathematics, Kyushu University at Fukuoka. His research interests are theoretical aspects in computer science, including graph rewritings, cellular automata, algorithms, category theories and network securities.

Research Areas


Academic & Professional Experience

Aug 2016
Professor, Institute of Mathematics for Industry, Kyushu University
Apr 2011
Jul 2016
Associate Professor, Institute of Mathematics for Industry, Kyushu University
Oct 2000
Mar 2011
Associate Professor, Faculty of Mathematics, Kyushu University
Apr 1993
Sep 2000
Associate Professor, Faculty of Computer Science and System Engineering, Kyushu Institute of Technology
Apr 1988
Mar 1993
Lecturer, Faculty of Computer Science and System Engineering, Kyushu Institute of Technology


K. K. K. R. Perera, Yoshihiro Mizoguchi
   Oct 2012
In the first part of this paper, we survey results that are associated with
three types of Laplacian matrices:difference, normalized, and signless. We
derive eigenvalue and eigenvector formulaes for paths and cycles using
circulant matrices and pr...
Inui N., Konno N., Inokuchi S., Mizoguchi Y.
Meeting abstracts of the Physical Society of Japan   60(2)    Aug 2005
Shuichi Inokuchi, Kazumasa Honda, Hyen Yeal Lee, Tatsuro Sato, Yoshihiro Mizoguchi, Yasuo Kawahara
   Apr 2005
Bijections between sets may be seen as discrete (or crisp) unitary
transformations used in quantum computations. So discrete quantum cellular
automata are cellular automata with reversible transition functions. This note
studies on 1d reversible c...
Norio Inui, Shuichi Inokuchi, Yoshihiro Mizoguchi, Norio Konno
   Apr 2005
We study a quantum cellular automaton (QCA) whose time-evolution is defined
from global transition function of classical cellular automata (CA). In order
to investigate natural transformations from CA to QCA, the present QCA includes
CA with Wolfr...