CONTINUUM-WISE EXPANSIVE DIFFEOMORPHISMS ON TWO DIMENSIONAL MANIFOLD

CONTINUUM-WISE EXPANSIVE DIFFEOMORPHISMS ON TWO DIMENSIONAL MANIFOLD

Let f : M → M be a diffeomorphism of two dimensional manifold M. If f has a homoclinic tangency associated to a hyperbolic periodic point p then there is a diffeomorphism g : M → M with C1 close to f such that g is not continuum-wise expansive.

1. Introduction and proof of main Theorem

References

(0)

(0)

(0)

(0)