Add to ORKGWe show a fibre-preserving self-diffeomorphism which has hyperbolic splittings along the fibres on a compact principal torus bundle is topologically conjugate to a map that is linear in the fibres
We consider a toral Anosov automorphism G : T → T given by G(x, y) = (ax + y; x), where a > 1 is a f...
As famílias Anosov foram introduzidas por P. Arnoux e A. Fisher, motivados por generalizar a noção d...
AbstractIt is well known that infinitesimal stability of diffeomorphisms is an open property. But in...
The main target of this work are the Anosov diffeomorphisms. Fundamental properties of dynamical sys...
The present work represents my Master thesis in Pure Mathematics, next to the Federal University of ...
In this paper, we study the centralizer of a partially hyperbolic diffeomorphism on $\mathbb{T}^3$ w...
We show that every codimension one partially hyperbolic diffeomorphism must support on $\mathbb{T}^{...
This thesis considers some problems in Dynamical Systems concerned with zeta functions and with Anos...
We found a dichotomy involving the unstable Lyapunov exponent of a special Anosov endomorphism of th...
We use Adler, Tresser and Worfolk decomposition of Anosov automorphisms to give an explicit constru...
In this paper we introduce a new methodology for smooth rigidity of Anosov diffeomorphisms based on ...
We show that an $\mathrm{SL}(d, \mathbb{R})$ cocycle over a hyperbolic system with constant periodic...
In 1970, Hirsch conjectured that given a diffeomorphism $f: M \to M$ in a differentiable manifold M...
We introduce the notion of \textit{fibered lifted partially hyperbolic diffeomorphisms} and we prove...
AbstractWe prove that the C1 interior of the set of all topologically stable C1 symplectomorphisms i...
We consider a toral Anosov automorphism G : T → T given by G(x, y) = (ax + y; x), where a > 1 is a f...
As famílias Anosov foram introduzidas por P. Arnoux e A. Fisher, motivados por generalizar a noção d...
AbstractIt is well known that infinitesimal stability of diffeomorphisms is an open property. But in...
The main target of this work are the Anosov diffeomorphisms. Fundamental properties of dynamical sys...
The present work represents my Master thesis in Pure Mathematics, next to the Federal University of ...
In this paper, we study the centralizer of a partially hyperbolic diffeomorphism on $\mathbb{T}^3$ w...
We show that every codimension one partially hyperbolic diffeomorphism must support on $\mathbb{T}^{...
This thesis considers some problems in Dynamical Systems concerned with zeta functions and with Anos...
We found a dichotomy involving the unstable Lyapunov exponent of a special Anosov endomorphism of th...
We use Adler, Tresser and Worfolk decomposition of Anosov automorphisms to give an explicit constru...
In this paper we introduce a new methodology for smooth rigidity of Anosov diffeomorphisms based on ...
We show that an $\mathrm{SL}(d, \mathbb{R})$ cocycle over a hyperbolic system with constant periodic...
In 1970, Hirsch conjectured that given a diffeomorphism $f: M \to M$ in a differentiable manifold M...
We introduce the notion of \textit{fibered lifted partially hyperbolic diffeomorphisms} and we prove...
AbstractWe prove that the C1 interior of the set of all topologically stable C1 symplectomorphisms i...
We consider a toral Anosov automorphism G : T → T given by G(x, y) = (ax + y; x), where a > 1 is a f...
As famílias Anosov foram introduzidas por P. Arnoux e A. Fisher, motivados por generalizar a noção d...
AbstractIt is well known that infinitesimal stability of diffeomorphisms is an open property. But in...