3 papers
math.AG2020
Note On The Algebraic Irregular Riemann-Hilbert Correspondence
Yohei Ito
The subject of this paper is an algebraic version of the irregular Riemann-Hilbert correspondence which was mentioned in [arXiv:1910.09954] by the author. In particular, we prove a…
math.AG2019
C-Constructible Enhanced Ind-Sheaves
Yohei Ito
A. D'Agnolo and M. Kashiwara proved that their enhanced solution functor induces a fully faithful embedding of the triangulated category of holonomic D-modules into the one of R-co…
math.AG2018
On Some Topological Properties of Fourier Transforms of Regular Holonomic D-Modules
Yohei Ito, Kiyoshi Takeuchi
We study Fourier transforms of regular holonomic D-modules. In particular we show that their solution complexes are monodromic. An application to direct images of some irregular ho…