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arXiv:math/0001167 [math.AG]AbstractReferencesReviewsResources

Some cyclic covers of complements of arrangements

Daniel C. Cohen, Peter Orlik

Published 2000-01-28, updated 2000-01-29Version 2

Motivated by the Milnor fiber of a central arrangement, we study the cohomology of a family of cyclic covers of the complement of an arbitrary arrangement. We give an explicit proof of the polynomial periodicity of the Betti numbers of the members of this family of cyclic covers.

Comments: LaTeX, 9 pages
Journal: Topology Appl. 118 (2002), 3-15
Categories: math.AG, math.CO
Subjects: 52B30, 32S55, 57M10, 55N25
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