Invariant Measures of Horospherical Flows on Noncompact Homogeneous Spaces.
S.G. Dani (1978)
Inventiones mathematicae
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Displaying similar documents to “Invariant Measures and Minimal Sets of Horospherical Flows.”
Invariant Measures of Horospherical Flows on Noncompact Homogeneous Spaces.
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S.G. Dani (1979)
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On physical measures for Cherry flows
Liviana Palmisano (2016)
Fundamenta Mathematicae
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Studies of the physical measures for Cherry flows were initiated in Saghin and Vargas (2013). While the non-positive divergence case was resolved, the positive divergence case still lacked a complete description. Some conjectures were put forward. In this paper we make a contribution in this direction. Namely, under mild technical assumptions we solve some conjectures stated in Saghin and Vargas (2013) by providing a description of the physical measures for Cherry flows in the positive...