Name Masaki Kashiwara | Role Mathematician | |
![]() | ||
Books Sheaves on Manifolds, Categories and Sheaves, Deformation Quantization Modules, Foundations of algebraic, Systems of microdifferential equations |
Masaki kashiwara riemann hilbert correspondence for irregular holonomic d modules
Masaki Kashiwara (柏原 正樹, Kashiwara Masaki, born January 30, 1947 in Yūki, Ibaraki) is a Japanese mathematician. He was a student of Mikio Sato at the University of Tokyo. Kashiwara made leading contributions towards algebraic analysis, microlocal analysis, D-module theory, Hodge theory, sheaf theory and representation theory.
Contents
- Masaki kashiwara riemann hilbert correspondence for irregular holonomic d modules
- Masaki kashiwara 4 6 indsheaves temperate holomorphic functions and irregular rh correspondence
- Concepts and Theorems named after Kashiwara
- List of books available in English
- List of books available in French
- References

Kashiwara and Sato established the foundations of the theory of systems of linear partial differential equations with analytic coefficients, introducing a cohomological approach that follows the spirit of Grothendieck's theory of scheme. Bernstein introduced a similar approach in the polynomial coefficients case. Kashiwara's master thesis states the foundations of D-modules theory. His PhD thesis proves the rationality of the roots of b-functions (Bernstein-Sato polynomials), using D-module theory and resolution of singularities.

He is a member of the French Academy of Sciences and of the Japan Academy.

Masaki kashiwara 4 6 indsheaves temperate holomorphic functions and irregular rh correspondence
Concepts and Theorems named after Kashiwara
List of books available in English
List of books available in French
