Logarithmic Comparison Theorems
arXiv:2303.05417
Abstract
In this paper we study the comparison between the logarithmic and the meromorphic de Rham complexes along a divisor in a complex manifold. We focus on the case of free divisors, starting with the case of locally quasihomogeneous divisors, and we explain how D-module theory can be used for this comparison.
35 pages; to appear in Handbook of Geometry and Topology of Singularities IV