Sullivan's local Euler characteristic theorem |
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Authors: | Hardt Robert M. |
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Affiliation: | (1) School of Mathematics, University of Minnesota, 55455 Minneapolis, Minnesota, USA |
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Abstract: | Using a certain cell decomposition of a closed neighborhood of a point a in a real analytic set A and the orientability modulo 2 of A ([1,3.7] or [5,7.3]), we obtain a short proof, by counting cells, of D. Sullivan's theorem ([9]) that X(A,A {a})) is odd.Research partially supported by NSF Grant GP29321. |
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