Article Contents
Article Contents

# Robustly expansive homoclinic classes are generically hyperbolic

• Let $f: M \to M$ be a diffeomorphism defined in a $d$-dimensional compact boundary-less manifold $M$. We prove that generically $C^1$-robustly expansive homoclinic classes $H(p)$, $p$ an $f$-hyperbolic periodic point, are hyperbolic.
Mathematics Subject Classification: Primary: 37D30; Secondary: 37D20,37C29.

 Citation: