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137 labs · 6 student voices
Faculties at Kyoto University ›
Miyu Suzuki, Associate Professor
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The Suzuki Lab studies automorphic forms and automorphic representations in the fields of number theory and representation theory. Its main theme is the representation theory of p-adic algebraic groups. On periods of representations, the lab works on reformulating conjectures and studying their properties.
Keisuke Takasao, Associate Professor
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The Takasao Lab studies nonlinear partial differential equations in the field of analysis. Its main research subject is the mean curvature flow equation, which describes surfaces that move according to how much they curve. In collaborative research, the lab also works on equations tied to real phenomena, such as the motion of grain boundaries in crystals and models of self-propelled objects.
Shigeru Takamura, Associate Professor
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The Takamura Lab studies manifolds with finite group actions in the field of topology. The lab has introduced fibrations called "quotient families," built from linear representations of finite groups, and works on constructing their classifying spaces, among other topics. Degenerating families of Riemann surfaces and fractional Dehn twists are also research themes.
Hiromu Tanaka, Associate Professor
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Prof. Tanaka's lab studies the minimal model program, a classification theory for algebraic varieties, in positive characteristic. The lab investigates the properties of Fano threefolds and del Pezzo surfaces in positive characteristic.
Ryokichi Tanaka, Associate Professor
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Prof. Tanaka's lab studies discrete group theory and discrete probability theory in the field of geometry. Its main themes are random walks on groups and Markov chains. The lab investigates how random walks on hyperbolic groups and affine Weyl groups respond to small fluctuations.
Masaki Taniguchi, Associate Professor
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Prof. Taniguchi's lab studies smooth structures on 4-manifolds in the field of low-dimensional topology. The lab uses gauge theory, Floer theory, Floer homotopy types, Donaldson invariants, and Seiberg-Witten invariants. Diffeomorphism groups and knots are also research themes.
Yohei Tsutsui, Associate Professor
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The Tsutsui Lab studies real analysis within the field of analysis. It investigates weighted inequalities related to the heat equation, which describes the flow of heat, and maximal functions defined from the "median" of a function. The lab applies these results to research on whether partial differential equations are solvable.
Susumu Nishimura, Associate Professor
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The Nishimura Lab studies how to formalize the behavior of computer programs using methods from the mathematical sciences. The lab works on the verification of program correctness and on program transformation. In recent years, it has focused in particular on research on distributed computing using methods from combinatorial geometry.
Yushi Hamaguchi, Associate Professor
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The Hamaguchi Lab studies stochastic analysis and stochastic control within probability theory. Its main themes are stochastic differential equations and stochastic Volterra equations, in which the system is affected by its past states. The lab also investigates the problem of optimally controlling systems described by such equations.
Tatsuya Miura, Associate Professor
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The Miura Lab studies nonlinear partial differential equations in the field of analysis. Its main themes are the calculus of variations, the theory of elastic curves (curves like a flexible wire), and geometric analysis. Including through collaborative research, the lab investigates how the shapes of curves and surfaces are determined and how they change over time.
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