On some $\cal D$-modules in dimension 2

Mathematics – Algebraic Geometry

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Scientific paper

We prove a duality formula for two ${\cal D}$-modules arising from
logarithmic derivations w.r.t. a plane curve. As an application we give a
differential proof of a logarithmic comparison theorem of
Calder\'on-Mond-Narv\'aez-Castro.

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