Gioia Vago

Local density of diffeomorphisms with large centralizers (2007)

Bonatti, Christian, Crovisier, Sylvain, Vago, Gioia, Wilkinson, Amie

Given any compact manifold M, we construct a non-empty open subset O of the space of C^1-diffeomorphisms of M and a dense subset D of O such that the centralizer of every diffeomorphism in D is...

Local density of diffeomorphisms with large centralizers (2007)

Bonatti, Christian, Crovisier, Sylvain, Vago, Gioia, Wilkinson, Amie

Given any compact manifold M, we construct a non-empty open subset O of the space of C^1-diffeomorphisms of M and a dense subset D of O such that the centralizer of every diffeomorphism in D is...

Local density of diffeomorphisms with large centralizers (2007)

Bonatti, Christian, Crovisier, Sylvain, Vago, Gioia, Wilkinson, Amie

Given any compact manifold M, we construct a non-empty open subset O of the space of C^1-diffeomorphisms of M and a dense subset D of O such that the centralizer of every diffeomorphism in D is...

Homeomorphisms of One-dimensional Inverse Limits with Applications to Substitution Tilings, Unstable Manifolds, and Tent Maps (1999)

Barge, Marcy, Jacklitch, James, Vago, Gioia

Suppose that f and g are Markov surjections, each defined on a wedge of circles, each fixing the branch point and having the branch point as the only critical value. We show that if the points in the...