Faculty members (alphabetic)
A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z
| Name | ABE, Noriyuki 【Professor】 |
| Field of Interest | Representation Theory |
| reductive groups, modular representations | |
| Name | ABE, Tomoyuki 【Professor】(Kavli IPMU) |
| Field of Interest | Arithmetic geometry |
| p-adic cohomology, arithmetic D-module, ramification theory | |
| Name | AIDA, Shigeki 【Professor】 |
| Field of Interest | Probability theory |
| Malliavin calculus, Rough paths, Stochastic differential equations, Schrödinger operators in infinite dimensional spaces, Stochastic analysis on loop spaces | |
| Name | ASOU, Kazuhiko 【Assistant Professor】 |
| Field of Interest | Mathematics Education |
| e-Learning, video-on-demand, instructional design | |
| Name | ASUKE, Taro 【Associate Professor】 |
| Field of Interest | Differential Topology |
| Foliations, geometric structures, characterisic classes. | |
| Name | ENOKIZONO, Makoto 【Assistant Professor】 |
| Field of Interest | Algebraic Geometry |
| Algebraic surfaces, moduli spaces | |
| Name | GOCHO, Toru 【Assistant Professor】 |
| Field of Interest | Differential Geometry |
| Topological field theory, symplectic manifolds. | |
| Name | GONGYO, Yoshinori 【Professor】 |
| Field of Interest | Algebraic Geometry |
| Classification of higher dimensional algebraic varieties | |
| Name | GOTO, Yukimi 【Assistant Professor】 |
| Field of Interest | Mathematical Physics |
| Quantum Many-Particle Systems | |
| Name | HABIRO, Kazuo【Professor】 |
| Field of Interest | Topology |
| Low-dimensional topology, quantum topology, algebraic topology | |
| Name | HASEGAWA, Ryu 【Associate Professor】 |
| Field of Interest | Theoretical Computer Science |
| Lambda calculus, type theory, category theory, proof theory. | |
| Name | HAYASHI, Shuhei 【Associate Professor】 |
| Field of Interest | Dynamical Systems |
| Hyperbolicity, homoclinic bifurcations, ergodic theory. | |
| Name | HIRACHI, Kengo 【Professor】 |
| Field of Interest | Several Complex Variables, CR geometry |
| Bergman kernel, strictly pseudoconvex domains, parabolic invariant theory. | |
| Name | HONDA, Shouhei【Professor】 |
| Field of Interest | Geometric Analysis |
| Geometric Analysis related to Ricci curvature and collapsing of Riemannian manifolds | |
| Name | IKE, Yuichi【Associate Professor】 |
| Field of Interest | Geometric AnalysisMirolocal sheaf theory, topological data analysis |
| Applications of microlocal sheaf theory to geometry, persistent homology | |
| Name | IMAI, Naoki 【Associate Professor】 |
| Field of Interest | Arithmetic Geometry |
| Galois representation, moduli space | |
| Name | ISHIGE, Kazuhiro 【Professor】 |
| Field of Interest | Partial Differential Equations |
| Asymptotic analysis and geometric analysis for solutions to parabolic equations | |
| Name | ITO, Yukari 【Professor】(Kavli IPMU) |
| Field of Interest | Algebraic Geometry |
| Resolution of singularities and the McKay correspondence | |
| Name | IWAKI, Kohei 【Associate Professor】 |
| Field of Interest | Ordinary differential equations, exact WKB analysis, integrable systems, topological recursion |
| Exact WKB analysis of differential equations and related topics | |
| Name | IYAMA, Osamu 【Professor】 |
| Field of Interest | Algebra, Ring theory, Representation theory |
| Representation theory of orders | |
| Name | KAPRANOV, Mikhail 【Professor】(Kavli IPMU) |
| Field of Interest | Algebra, Algebraic Geometry and Category Theory |
| operads, moduli spaces, secondary polytopes, algebro-geometric model spaces of paths and loops, Hall algebras, derived geometry | |
| Name | KASHIWABARA, Takahito 【Associate Professor】 |
| Field of Interest | Numerical Analysis |
| Numerical and mathematical analysis of PDEs, Navier-Stokes equations, Non-standard boundary conditions, Finite element method | |
| Name | KATADA, Mai 【Associate Professor】 |
| Field of Interest | Topology |
| The stable (co)homology of the IA-automorphism groups of free groups, Actions of automorphism groups of free groups on spaces of Jacobi diagrams | |
| Name | KATO, Akishi 【Associate Professor】 |
| Field of Interest | Mathematical Physics |
| Conformal field theory, string theory, integrable systems. | |
| Name | KAWAHIGASHI, Yasuyuki 【Professor】 |
| Field of Interest | Operator Algebras |
| Von Neumann algebras, subfactors, algebraic quantum field theory. | |
| Name | KAWAKAMI, Tatsuro 【Associate Professor】 |
| Field of Interest | Algebraic Geometry |
| Positive characteristic, Frobenius maps, Cartier operators, Singularities, Vanishing theorems | |
| Name | KAWAZUMI, Nariya 【Professor】 |
| Field of Interest | Differential Topology, Complex Analysis |
| Moduli spaces of Riemann surfaces, mapping class groups, characteristic classes. | |
| Name | KELLY, Shane 【Associate Professor】 |
| Field of Interest | algebraic geometry |
| motivic homotopy theory, algebraic K-theory and applications to representation theory, class field theory, and birational geometry. | |
| Name | KIDA,Yoshikata 【Professor】 |
| Field of Interest | Discrete Groups, Ergodic Theory |
| Orbit equivalence relations, measured groupoids, amenability, and rigidity | |
| Name | KITAYAMA, Takahiro 【Associate Professor】 |
| Field of Interest | Topology |
| 3-manifolds, discrete groups, character varieties, torsion invariants, Morse-Novikov theory | |
| Name | KIYONO, Kazuhiko 【Assistant Professor】 |
| Field of Interest | topology |
| Group action, gauge theory, Atiyah-Singer index theorem. | |
| Name | KOBAYASHI, Toshiyuki 【Professor】 |
| Field of Interest | Lie Theory |
| Representation theory, geometric analysis, discontinuous groups. | |
| Name | KOIKE, Yuta 【Associate Professor】 |
| Field of Interest | Theoretical Statistics and Probability Theory |
| Statistics for stochastic processes, and its applications to high-frequency financial data | |
| Name | KONNO, Hokuto 【Associate Professor】 |
| Field of Interest | Geometry and Topology |
| Gauge theory and its applications to geometry and topology | |
| Name | MASE, Takafumi 【Assistant Professor】 |
| Field of Interest | Applied Mathematics |
| Integrable systems, discrete dynamical systems | |
| Name | MASUDA, Hiroki 【Professor】 |
| Field of Interest | Theoretical Statistics and Probability Theory |
| Statistical modeling based on non-Gaussian stochastic processes and their implementation | |
| Name | MATSUI, Chihiro 【Associate Professor】 |
| Field of Interest | Mathematical physics |
| Quantum solvable models, Solvable stochastic processes | |
| Name | MATSUO, Atsushi 【Associate Professor】 |
| Field of Interest | Groups, Lie Algebras and Integrable Systems |
| Infinite-dimensional Lie algebras, vertex operators, monstrou moonshine, conformal field theories, quantum groups | |
| Name | MIEDA, Yoichi 【Associate Professor】 |
| Field of Interest | Number theory |
| Langlands correspondence, Shimura varieties, Rapoport-Zink spaces | |
| Name | MILANOV, Todor 【Professor】(Kavli IPMU) |
| Field of Interest | Representation Theory, Algebraic Geometry |
| quantum cohomology, Gromov-Witten invariants, mirror symmetry, period integrals, Kac-Moody Lie algebras, vertex algebras, integrable systems | |
| Name | MITAKE, Hiroyoshi 【Associate Professor】 |
| Field of Interest | Partial Differential Equation |
| Viscosity solution approach to asymptotic problems in front propagation, dynamical system and related topics | |
| Name | MIYAMOTO, Yasuhito 【Professor】 |
| Field of Interest | Nonlinear Partial Differential Equations |
| Structure of nonlinear PDEs of elliptic and parabolic type | |
| Name | NAKAJIMA, Hiraku 【Professor】(Kavli IPMU) |
| Field of Interest | Representation Theory, Algebraic Geometry, Differential Geometry |
| Gauge theory, geometric representation theory, moduli spaces | |
| Name | OGUISO, Keiji 【Professor】 |
| Field of Interest | Algebraic Geometry |
| Calabi-Yau manifolds in wider sense | |
| Name | OKADA, Izumi 【Associate Professor】 |
| Field of Interest | Probability theory |
| Long time behavior of stochastic processes using probability theory | |
| Name | OSHIMA, Yoshiki 【Associate Professor】 |
| Field of Interest | Representation theory |
| I am interested in representations of Lie groups. In particular, I study induction and restriction of unitary representations of semisimple Lie groups by using D-modules and the method of coadjoint orbits. | |
| Name | SAITO, Norikazu 【Professor】 |
| Field of Interest | Numerical Analysis, Applied Analysis |
| Finite element method, finite difference method, nonlinear partial differential equation. | |
| Name | SAITO, Takeshi 【Professor】 |
| Filed of Interest | Arithmetic Geometry |
| Étale cohomology, ramification, local fields. | |
| Name | SAKAI, Hidetaka 【Associate Professor】 |
| Field of Interest | Special Functions, Integrable Systems, Ordinary Differential Equations |
| Painlevé equations, difference equations. | |
| Name | SAKAI, Hiroshi 【 Professor】 |
| Field of Interest | Mathematical Logic, Set Theory |
| Large Cardina Axioms, Forcing Axioms and their consequences in infinite combinatorics and cardinal arithmetic | |
| Name | SAKASAI, Takuya 【Associate Professor】 |
| Field of Interest | Topology |
| Mapping class groups of surfaces, characteristic classes of bundles, 3-dimensional topology | |
| Name | SASADA, Makiko 【Professor】 |
| Field of Interest | Probability Theory |
| Hydrodynamic limit,Spectral gap,Equilibrium fluctuation. | |
| Name | SEKIGUCHI, Hideko 【Associate Professor】 |
| Field of Interest | Non-Commutative Harmonic Analysis |
| Semisimple Lie groups, unitary representations, Penrose transforms. | |
| Name | SHIHO, Atsushi 【Professor】 |
| Field of Interest | Arithmetic Geometry |
| Crystals, p-adic cohomology, rigid geometry. | |
| Name | SHIMOMURA, Akihiro 【Associate Professor】 |
| Field of Interest | Analysis |
| Functional analysis, Evolution equations, Functional equations | |
| Name | SHIRAISHI, Jun-ichi 【Associate Professor】 |
| Field of Interest | Solvable Lattice Model |
| Elliptic quantum groups. | |
| Name | TAKADA, Ryo 【Associate Professor】 |
| Field of Interest | Partial Differential Equations |
| Mathematical analysis of nonlinear partial differential equations arising in fluid dynamics | |
| Name | TAKAGI, Shunsuke 【Professor】 |
| Field of Interest | Algebraic Geometry, Commutative Algebra |
| Singularities, F-singularities, Frobenius splitting, local cohomology. | |
| Name | TAKATSU, Asuka 【Professor】 |
| Field of Interest | Geometric Analysis |
| Geometric Analysis from the viewpoint of Optimal Transport | |
| Name | TAKAYAMA, Shigeharu 【Professor】 |
| Field of Interest | Complex Geometry |
| Adjoint bundle, singular Hermitian metric, multiplier ideal sheaf. | |
| Name | TANAKA, Yuichiro 【Assistant Professor】 |
| Field of Interest | Representation theory |
| Geometry of homogeneous spaces, non-commutative harmonic analysis | |
| Name | TODA, Yukinobu 【Professor】(Kavli IPMU) |
| Field of Interest | Algebraic Geometry |
| Derived category of coherent sheaves, Bridgeland stability conditions, Donaldson-Thomas invariants | |
| Name | TSUJI, Takeshi 【Professor】 |
| Field of Interest | Number Theory, Arithmetic Geometry |
| p-adic Hodge theory, p-adic representation, log algebraic geometry. | |
| Name | UEDA, kazushi 【Associate Professor】 |
| Field of Interest | Algebraic geometry,Symplectic geometry,Mathematical physics |
| Centered around mirror symmetry, which is a mysterious relationship between complex geometry and symplectic geometry motivated by string theory. | |
| Name | WILLOX, Ralph 【Professor】 |
| Field of Interest | Mathematical Physics, Integrable Systems |
| Painlevé equations, integrable reductions, Darboux transformations, nonlinear discrete systems. | |
| Name | YAMAZAKI, Masahito 【Professor】 (Faculty of Science) |
| Field of Interest | String theory, mathematical physics, integrable models |
| I have been studying mathematical structures in quantum field theory and string theory by a combination of techniques from many different areas of mathematics, such as geometry, representation theory and integrable models. I am also interested in mathematical formulations of quantum field theories. | |
| Name | YOSHIDA, Nakahiro 【Professor】 |
| Field of Interest | Statistics |
| Asymptotic expansion and Malliavin calculus, limit theorems for semimartingales, statistical inference for stochastic differential equations, actuarial mathematics. | |
| Name | YOSHINO, Taro 【Associate Professor】 |
| Field of Interest | Lie theory |
| Clifford-Klein form, Topological blow-up. | |


Text only print
Full screen print





