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arXiv 0810.1241math.RAmath.AT
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Koszulity of splitting algebras associated with cell complexes

Vladimir Retakh, Shirlei Serconek, Robert Lee Wilson

英文摘要:

We associate to a good cell decomposition of a manifold M a quadratic algebra and show that the Koszulity of the algebra implies a restriction on the Euler characteristic of M. For a two-dimensional manifold M the algebra is Koszul if and only if the Euler characteristic of M is two.

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