The cohomology ring of the complement of a finite family of linear subspaces in a complex projective space

Details The cohomology ring of the complement of a finite family of linear subspaces in a complex projective space The cohomology ring of the complement of a finite family of linear subspaces in a complex projective space

2004-11-11

arxiv.org/abs/math/0411263v2

Mathematics

Algebraic Topology

33 pages

Scientific paper

The integral cohomology ring of the complement of an arrangement of linear
subspaces of a finite dimensional complex projective space is determined by
combinatorial data, i.e. the intersection poset and the dimension function.

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