2006 / June Volume 1 No.2
Vanishing of the contact homology of overtwisted contact 3-manifolds
Published Date |
2006 / June
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Title | Vanishing of the contact homology of overtwisted contact 3-manifolds |
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Pagination | 211-229 |
Abstract | We give a proof of, for the case of contact structures defined by global contact 1-forms, a theorem stated by Eliashberg that for any overtwisted contact structure on a closed 3-manifold, its contact homology is 0. A different proof is also outlined in the
appendix by Yakov Eliashberg.
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AMS Subject Classification |
57R17, 53D35
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Received |
2005-02-17
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