PermalinkSubmitted by BrianMarcus on Mon, 11/14/2016 - 11:47
For an Axiom A basic set, C-dense means that the flow is mixing; I think that the terminology comes from the connection with the density of strong stable (contracting) leaves.
PermalinkSubmitted by tfisher on Mon, 07/03/2017 - 10:23
Ponce and Varao [1] recently proved a rigidity result that characterizes when an invariant measure for the time-1 map of a flow will be invariant measure for the flow. Surprisingly, the result is very general and does not require hyperbolic properties for the flow.
Tags
Comments
FL
No, cf [1]
References
BHM
For an Axiom A basic set, C-dense means that the flow is mixing; I think that the terminology comes from the connection with the density of strong stable (contracting) leaves.
Ponce and Varao PonceVarao
Ponce and Varao [1] recently proved a rigidity result that characterizes when an invariant measure for the time-1 map of a flow will be invariant measure for the flow. Surprisingly, the result is very general and does not require hyperbolic properties for the flow.
References
Add a new comment