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On Reeb components of invariant foliations of projectively Anosov flows |
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| Authors: | Masayuki Asaoka |
| Affiliation: | Department of Mathematics, Kyoto University, Kyoto 606-8502, Japan |
| Abstract: | We show that if a C2 codimension one foliation on a three-dimensional manifold has a Reeb component and is invariant under a projectively Anosov flow, then it must be a Reeb foliation on S2×S1. |
| Keywords: | primary, 37D30 secondary, 57R30 |
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