This issuePrevious ArticleNormal forms for semilinear functional differential equations in Banach spaces and applications. Part IINext ArticleSaddle-node bifurcation of homoclinic orbits in singular systems
SRB measures of certain almost hyperbolic diffeomorphisms with a tangency
We study topological and ergodic properties of
some almost hyperbolic diffeomorphisms on two dimensional
manifolds. Under generic conditions, diffeomorphisms obtained from
Anosov by an isotopy pushing together the stable and unstable
manifolds to be tangent at a fixed point, are conjugate to
Anosov. For a finite codimension subset at the boundary of Anosov
there exist a SRB measure and an unique ergodic attractor.