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Graduate School
Faculty Introduction
Shin NAYATANI, Dean
A Hard and Flexible Science = Mathematics
From the tradition of Pure Mathematics to a broader Mathematical Science
Mathematics, established in Ancient Greece as a scholarly language with a strict system, was first consolidated in Euclid's “Theorems”. Then, by making mathematics its fundamental language, Physics became a modern science. With the establishment of calculus, new applications of such mechanics were consolidated in Newton's “Principles”. Then, in the 20th Century, mathematical techniques became more important than ever in every field,...| Class Name | Instructor Name | Class Homepage | Class Materials |
Video | |||
|---|---|---|---|---|---|---|---|
| Dixmier traces | Serge RICHARD | ||||||
| Hilbert space methods for quantum mechanics | Serge RICHARD | ||||||
| Linear Algebra I | Tetsuya SHIROMIZU | ||||||
| K-theory for C*-algebras, and beyond | Serge RICHARD | ||||||
| C﹡-algebraic methods in spectral theory | Serge RICHARD | ||||||
| Elements of Geometry: Geometry of Curves and Surfaces | Shin NAYATANI | ||||||
| Algebraic Topology I | Lars HESSELHOLT | ||||||
