(*  :Member of Institute of Mathematics for Industry)

(** :Member of Faculty of Arts and Science)

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
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

Cooperative Professors

CHO, Kang-Chi , Associate Professor	Algebraic Geometry, Complex Differential Geometry
SASAHIRA, Hirofumi , Associate Professor	Topology, Gauge Theory, Floer Theory