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A note on horospherical points for flows with hyperbolic structure
Published online by Cambridge University Press: 13 May 2005
Abstract
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We define the concept of horospherical points for flows admitting a local product structure, and show that these points have a dense strong stable set. This generalizes a classical result from G. A. Hedlund, in the context of geodesic flows on negatively curved manifolds.
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- 2005 Cambridge University Press
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