2 citations · 3 across the 5 of their papers we have counts for
9 papers
Thermodynamic Formalism Out of Equilibrium Part III: Local Limit Theorem and Statistical Properties
Snir Ben Ovadia, Yeor Hafouta
We study limit theorems for random dynamical systems. We recast the random dynamics via the skew-product of the two-point motion (the Varadhan trick). Using this approach we prove…
Thermodynamic Formalism Out of Equilibrium Part II: Semi-Ruelle Operator, Conformal Measures, and Effective Expansion and Quasi-Compactness
Snir Ben Ovadia
We introduce a general machinery to study {\em thermodynamic formalism out of equilibrium}: The thermodynamics of a topological Markov shift (denoted by ) where the potential…
Anosov diffeomorphisms of open surfaces
Snir Ben Ovadia, Jonathan DeWitt
We study the existence of Anosov diffeomorphisms on complete open surfaces. We show that under the assumptions of density of periodic points and uniform geometry that such diffeomo…
Tubular dimension: Leaf-Wise Asymptotic Local Product Structure, and Entropy and Volume Growth
Snir Ben Ovadia
We introduce the notion of tubular dimension, and give a formula for it. As an application we show that every invariant measure of a diffeomorphism of a closed Riemannian…
Dimension of equilibrium measures for complex maps
Snir Ben Ovadia, Yan Mary He
For certain families of complex maps, we give a formula for the Hausdorff dimension of the equilibrium measure. In particular, given an endomorphism of o…
Exponential volume limits
Snir Ben Ovadia, Federico Rodriguez-Hetrz
Let be a -dimensional closed Riemannian manifold, let , and denote by the Riemannian volume form of . We prove that if $m\circ f^{-n}\xrig…
Neutralized local entropy, and dimension bounds for invariant measurs
Snir Ben Ovadia, Federico Rodriguez-Hertz
We introduce a notion of a point-wise entropy of measures (i.e local entropy) called neutralized local entropy, and compare it with the Brin-Katok local entropy. We show that the n…
Hyperbolic SRB measures and the leaf condition
Snir Ben Ovadia
Let be a Riemannian, boundaryless, and compact manifold, with and let be a diffeomorphism. We show that there is a hyperbolic SRB measure if and onl…
Symbolic dynamics for non uniformly hyperbolic diffeomorphisms of compact smooth manifolds
Snir Ben Ovadia
We construct countable Markov partitions for non-uniformly hyperbolic diffeomorphisms on compact manifolds of any dimension, extending earlier work of O. Sarig for surfaces. These…