This issuePrevious ArticleAttractors for dynamical systems in topological spacesNext ArticleThe residual boundary conditions coming from the real vanishing viscosity method
Ergodicity of stable manifolds for nilpotent extensions of Anosov flows
In this paper we show ergodicity of the strong stable foliations for nilpotent
extensions of transitive Anosov flows with respect to the lift of the Gibbs measure for any
Hölder continuous function.