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Poincaré flows |
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| Authors: | Sol Schwartzman |
| Institution: | Department of Mathematics, University of Rhode Island, Kingston, Rhode Island 02881-0806 |
| Abstract: | We study flows on a compact metric space  with the property that corresponding to every non-zero element  of  there is either a cross section associated with  or one associated with  . We obtain necessary and sufficient conditions for this to hold; on the  -dimensional torus these conditions take a classical form. |
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