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(*  :Member of Institute of Mathematics for Industry)
(** :Member of Faculty of Arts and Science)

Representation Theory,Harmonic Analysis

The field of representation theory and harmonic analysis takes up sets like groups acted upon by an algebraic system and researches sets that are invariable to or based on such action. This is a field that can be approached from various viewpoints: in addition to algebra, mathematical analysis may be used for a set resulting from a function while geometry may be used for a set having a geometric structure.

Academic Supervisors

NOMURA, Takaaki , Professor Geometric Harmonic Analysis, Homogeneous Siegel Domains, Non-associative Algebras
OCHIAI, Hiroyuki* , Professor Algebraic Analysis, Representation Theory, Special Function
WAKAYAMA, Masato* , Professor Representation Theory, Number Theory, Zeta Functions, Spectral Analysis
WENG, Lin , Professor Algebraic and/or Arithmetic and/or Complex Geometry, Number Theory
GON, Yasuro , Associate Professor Number Theory, Automorphic Forms, Trace Formulas
PASTRO, Craig** , Associate Professor Quantum Algebra: Hopf Algebras and Quantum Groups

Cooperative Professors

KONNO, Takuya , Associate Professor Automorpihic Representation Theory, Representation Theory of p-Adic Groups, Langlands Program
TAKATA, Toshie , Associate Professor Topology, Quantum Invariants of Knots and 3-Manifolds
DUONG, Hoang Dung* , Assistant Professor Zeta Functions, Representation Theory, Lattices, Cryptography, Computational Number Theory