Poincaré Duality Spaces
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is an isomorphism. Here, $M$ is allowed to range over all local coefficient bundles on $X$. | is an isomorphism. Here, $M$ is allowed to range over all local coefficient bundles on $X$. | ||
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Revision as of 16:17, 21 March 2011
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1 Introduction
A Poincaré duality space of dimension consists of a space together a pair in which is a bundle of local coefficients on which is free abelian of rank one and sastifies
is an isomorphism. Here,
Tex syntax erroris allowed to range over all local coefficient bundles on .