My research theme is applications of representation theory of Lie groups and harmonic analysis on homogeneous spaces to number theory and mathematical physics. Especially, I study determinant expressions of zeta functions via Laplacians, special values of zeta functions, and the limit distribution of (generalized) primes. I teach calculus and linear algebra for undergraduate, and elements of representation theory together with its application to number theory for graduate students.

Keywords	Representation Theory, Number Theory, Zeta Functions, Spectral Analysis
Faculty , Department	Institute of Mathematics for Industry , Visitors Section