School on Hyperbolic Dynamics

poster: Structural Stability of the Anosov Families

speaker: Jeovanny de Jesus Muentes Acevedo (Universidad de São Paulo, USP, Brasil)

abstract: Anosov families are non-stationary dynamical systems with hyperbolic behavior. Non-stationary dynamical systems are classified by uniform topological conjugacies. The set consisting of non-stationary dynamical systems defined on a sequence of compact Riemannian manifolds is endowed with the strong topology (or Whitney topology). We show a certain class of Anosov families is structurally stable.

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