simplicial cohomology of orbifolds

Mathematics – Quantum Algebra

Scientific paper

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23 pages, 4 figures, 6 diagrams

Scientific paper

For any orbifold M, we explicitly construct a simplicial complex S(M) from a
given triangulation of the `coarse' underlying space together with the local
isotropy groups of M. We prove that, for any local system on M, this complex
S(M) has the same cohomology as M. The use of S(M) in explicit calculations is
illustrated in the example of the `teardrop' orbifold.

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