1 citations · 1 across the 4 of their papers we have counts for
5 papers
Dimension reduction for gradient damage models in slender rods
E. Bonnetier, D. Henao, V. Ramos
This paper presents a method for reducing a three-dimensional gradient damage model to a one-dimensional model for slender rods (with a small radius-to-length ratio, …
Weak Gibbs Measures for Local Homeomorphisms
Giovane Ferreira, Vanessa Ramos
We study a broad class of local homeomorphisms and continuous potentials, proving the existence and uniqueness of weak Gibbs measures. From the Gibbs property, we show the uniquene…
Equilibrium states for non-uniformly hyperbolic systems: statistical properties and analyticity
Suzete M. Afonso, Jaqueline Siqueira, Vanessa Ramos
We consider a wide family of non-uniformly expanding maps and hyperbolic Hölder continuous potentials. We prove that the unique equilibrium state associated to each element of this…
Equilibrium stability for non-uniformly hyperbolic systems
Jose F. Alves, Vanessa Ramos, Jaqueline Siqueira
We prove that for a wide family of non-uniformly hyperbolic maps and hyperbolic potentials we have equilibrium stability, i.e. the equilibrium states depend continuously on the dyn…
On statistical properties for equilibrium states of partially hyperbolic horseshoes
Vanessa Ramos, Jaqueline Siqueira
We derive some statistical properties for equilibrium states of partially hyperbolic horseshoes. We define a projection map associated to the horseshoe and prove a spectral gap for…