Riemann–Hilbert correspondence for irregular holonomic $${\mathscr{D}}$$ D -modules

Masaki Kashiwara

doi:10.1007/s11537-016-1564-7

Riemann–Hilbert correspondence for irregular holonomic $${\mathscr{D}}$$ D -modules

Masaki Kashiwara

https://doi.org/10.1007/s11537-016-1564-7

Copy DOI

Journal: Japanese Journal of Mathematics	Publication Date: Apr 7, 2016
Citations: 5

Affiliation: Kyoto University

#Riemann Hilbert Correspondence #Survey Paper + Show 2 more

Abstract
Full-Text PDF
Similar Papers

Abstract

This is a survey paper on the Riemann–Hilbert correspondence on (irregular) holonomic $${\mathscr{D}}$$ -modules, based on the 16th Takagi Lectures (2015/11/28). In this paper, we use subanalytic sheaves, an analogous notion to the one of indsheaves.

Full Text