Faculty of
Mathematics
List of faculty members
- Ade Irma Suriajaya Zeta Functions, L-Functions, Derivatives, Zeros, Distribution of Values
- FUKASAKU, Ryoya Computer Algebra, Real Algebraic Geometry
- GOTO, Yuichi mathematical statistics, time series analysis, frequency domain
- HANIHARA, Norihiro Ring theory, Representation theory, Derived category, Differential graded enhancement
- HARA, Takashi Mathematical Physics
- HIKAMI, Kazuhiro Mathematical Physics, Quantum Topology, Quantum Integrable System
- HIROSHIMA, Fumio Quantum Field Theory, Spectral Analysis, Functional Integration, Representation of CCR
- INAHAMA, Yuzuru Stochastic Analysis, Rough Path Theory, Malliavin Calculus, Stochastic Differential Equation
- ISHII, Yutaka Dynamical System Theory
- KAMIMOTO, Joe Complex Analysis, Partial differential Equation
- KANEKO, Masanobu Number Theory, Modular Forms/Functions, Multiple Zeta Values, Bernoulli Numbers
- KATADA, Mai topology, low dimensional topology, algebraic topology
- KAWANO, Shuichi Mathematical Statistics, Statistical Science, Computational Statistics
- KAZUKAWA, Daisuke Geometric analysis, Metric measure space, Convergence theory
- KISHIMOTO, Daisuke Topology, Algebraic Topology, Combinatorial Structure
- KOBAYASHI, Shinichi Number Theory, Iwasawa Theory, Elliptic Curves, Modular Forms, Birch and Swinnerton-Dyer Conjecture
- KONNO, Takuya Automorpihic Representation Theory, Representation Theory of p-Adic Groups, Langlands Program
- KUSAKABE, Yuta Complex Analysis, Complex Geometry
- MASUDA, Toshihiko Operator Algebras, Subfactors, Group Actions
- MATSUSAKA, Toshiki Number theory, Mock modular forms, Bernoulli numbers and Zeta functions
- MIYAKE, Nobuhito Partial differential equations, Higher order parabolic equations, Geometric evolution equations
- MORISHITA, Masanori Arithmetic Topology
- MORITA, Yosuke Clifford-Klein form, Conley index, homotopy theory
- MURAYAMA, Takuya stochastic analysis, geometric function theory, Schramm-Loewner evolution
- NII, Shunsaku Dynamical System Theory, Differential Equations, Applied Mathematics
- OKADA, Takuzo Algebraic Geometry, Birational Geometry, Fano manifolds
- OTSU, Yukio Differential Geometry
- SAKAMOTO, Shota Partial differential equations, Kinetic theory of gases, Boltzmann equation
- SASAHIRA, Hirofumi Topology, Gauge Theory, Floer Theory
- SATO, Kenta Algebraic Geometry, Commutative Ring Theory, Singularity Theory, Positive Characteristic
- SATO, Yasuhiko Operator Algebras, C*-algebras, Group Actions, Nuclear Dimension, Classification Theory
- SEGATA, Jun-ichi Nonlinear Partial Differential Equations, Dispersive Equations, Hyperbolic Equations, Harmonic Analysis
- TAIRA, Kouichi Spectral theory，Partial differential equations，Microlocal analysis，Harmonic analysis，Geometric analysis
- TAKEDA, Yuichiro Arithmetic Geometry, Algebraic K-thoery, Arakelov Geometry
- TSUJII, Masato Dynamical System Theory, Chaos, Ergodic Theory
- TSUKUDA, Koji Random Partition, Regression Analysis, Statistical Asymptotic Theory
- TSUNODA, Kenkichi Probability Theory, Interacting Particle System, Hydrodynamic Limit
- TSUTAYA, Mitsunobu Algebraic Topology, Higher Homotopy Structures, Lie Groups
- WENG, Lin Algebraic and/or Arithmetic and/or Complex Geometry, Number Theory
- YAMAZAKI, Yohei Nonlinear Partial Differential Equations, The Nonlinear Schördinger Equation, The Zakharov-Kuznetsov Equation, Stabitlity of Solitary Waves
- YOSHIDA, Hiroshi Mathematical Biology on Regeneration