Abstract:Given a connected manifold with corners of any codimension there is a very basic and computable homology theory called conormal homology defined in terms of faces and orientations of their conormal bundles, and whose cycles correspond geometrically to corner's cycles. Our main theorem is that, for any manifold with corners X of any codimension, there is a natural and explicit morphismoperators for X and the periodic conormal homology group with rational coeficients, and that T is a rational isomorphism. As sho… Show more
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