The dimension of leaf closures of K-contact flows |
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| Authors: | Philippe Rukimbira |
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| Affiliation: | (1) Department of Mathematics, Florida International University, 33199 Miami, Florida, USA |
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| Abstract: | ![]()
For K-contact flows on (2n+1)-dimensional compact manifolds, we show that the dimension of any leaf closure is at most the smaller of (n+1) and 2n+1) minus the rank of the vector space of harmonic vector fields. |
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| Keywords: | Cohomological rank characteristic vector fields basic forms K-contact |
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