Mixing attractors for 3-flows (Q2712985)
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scientific article
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Mixing attractors for 3-flows |
scientific article |
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Mixing attractors for 3-flows (English)
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11 December 2003
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generic flow
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Let \(M\) be a compact 3-manifold without boundary. Denote by \(G^1(M)\) the \(C^1\)-interior of the set of \(C^1\)-flows on \(M\) such that all their closed orbits and rest points are hyperbolic. The authors show that for a generic flow in \(G^1(M)\), any nontrivial attractor is mixing.
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