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Martin M. W.
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No, because it has a unique leaf that is a torus. That can't be a stable or unstable manifold, sincemanifold; one reason is that it can't get either bigger or smaller under the action of the hyperbolic dynamical system.

No, because it has a unique leaf that is a torus. That can't be a stable or unstable manifold, since it can't get either bigger or smaller under the action of the hyperbolic dynamical system.

No, because it has a unique leaf that is a torus. That can't be a stable or unstable manifold; one reason is that it can't get either bigger or smaller under the action of the hyperbolic dynamical system.

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Martin M. W.
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No, because it has a unique leaf that is a torus. That can't be a stable or unstable manifold, since it can't get either bigger or smaller under the action of the hyperbolic dynamical system.

No, because it has a unique leaf that is a torus. That can't be a stable or unstable manifold, since it can't get either bigger or smaller under the action of the dynamical system.

No, because it has a unique leaf that is a torus. That can't be a stable or unstable manifold, since it can't get either bigger or smaller under the action of the hyperbolic dynamical system.

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Martin M. W.
  • 6.6k
  • 2
  • 36
  • 36

No, because it has a unique leaf that is a torus. That can't be a stable or unstable manifold, since it can't get either bigger or smaller under the action of the dynamical system.