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Education & Research Map
(* :Member of Institute of Mathematics for Industry)
(** :Member of Faculty of Arts and Science)
Differential Geometry
Differential geometry is a field having one source in Gaussian curvature theory. It attempts to understand the geometrical properties of a figure from its degree of bending (curvature). Differential geometry is related to various fields including topology, integrable systems, and information theory.
Academic Supervisors
KATSUDA, Atsushi , Professor | Differential Geometry, Spectral Geometry |
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KOISO, Miyuki* , Professor | Differential Geometry, Variational Problem, Surface Theory, Global Analysis |
WENG, Lin , Professor | Algebraic and/or Arithmetic and/or Complex Geometry, Number Theory |
OTSU, Yukio , Associate Professor | Differential Geometry |
TAKAHASHI, Ryosuke , Assistant Professor | Complex Geometry, Algebraic Geometry, Non-Linear Elliptic/Parabolic PDE |
Cooperative Professors
SASAHIRA, Hirofumi , Associate Professor | Topology, Gauge Theory, Floer Theory |
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