Mathematical sciences (The University of Tokyo, 2010)
Applied algebra, Number theory
In order to create applications of algebra and number theory and to solve problems in mathematical crystallography, I am particularly interested in developing theories and methods for packing, applied algebra and applied harmonic analysis. Since I have developed methods for solving problems in crystallography using tools from my area of expertise (lattice and quadratic forms) and the field of global optimization (semidefinite programming), I am also working on interdisciplinary and industrial collaborations.
Educational Activities
Education of all aspects of mathematics in the university and the graduate school
Professional and Outreach Activities
IUCr Commission consultant on Mathematical and Theoretical Crystallography (2021--2023)
IUCr Commission member on Mathematical and Theoretical Crystallography (2017--2021).