Continuum-wise expansiveness for generic diffeomorphisms

Let M be a closed smooth manifold and let be a diffeomorphism. C ¹-generically, a continuum-wise expansive satisfies Axiom A without cycles. Let and let . There are a C ¹ neighborhood of and a residual set such that for any , g is not continuum-wise expansive, where is the set of all robustly transitive diffeomorphisms on (paper)