Local cohomology of logarithmic forms

Details Local cohomology of logarithmic forms Local cohomology of logarithmic forms

2011-03-12

arxiv.org/abs/1103.2459v2

Mathematics

Algebraic Geometry

21 pages

Scientific paper

Let Y be a divisor on a smooth algebraic variety X. We investigate the geometry of the Jacobian scheme of Y, homological invariants derived from logarithmic differential forms along Y, and their relationship with the property that Y is a free divisor. We consider arrangements of hyperplanes as a source of examples and counterexamples. In particular, we make a complete calculation of the local cohomology of logarithmic forms of generic hyperplane arrangements.

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