Author:
Fiorot Luisa,Monteiro Fernandes Teresa,Sabbah Claude
Abstract
We develop the theory of relative regular holonomic $\mathcal {D}$-modules with a smooth complex manifold $S$ of arbitrary dimension as parameter space, together with their main functorial properties. In particular, we establish in this general setting the relative Riemann–Hilbert correspondence proved in a previous work in the one-dimensional case.
Subject
Algebra and Number Theory