activity
20192025
most citedCanonically Codable Points and Irreducible Codings

3 citations · 3 across the 6 of their papers we have counts for

collaborators

6 papers

math.DS2025

Generalized -Gibbs measures for diffeomorphisms

Snir Ben Ovadia, David Burguet

We show that for every diffeomorphism of a closed Riemannian manifold, if there exists a positive volume set of points which admit some expansion with a positive Lyapuno…

math.DS2025

Thermodynamic Formalism Out of Equilibrium Part I: Pressure Out of Equilibrium, and Azuma Inequality and Gibbs Processes

Snir Ben Ovadia, Aaron Brown, Federico Rodriguez-Hertz

We study the thermodynamic formalism of topological Markov shifts where the potential varies by a random walk on an exterior system. We define the {\em pressure out of equilibrium}…

math.DS2024

How linear can a non-linear hyperbolic IFS be?

Amir Algom, Snir Ben Ovadia, Federico Rodriguez Hertz +1

Motivated by a question of M. Hochman, we construct examples of hyperbolic IFSs on where linear and non-linear behaviour coexist. Namely, for every $2\leq r \leq \infty…

math.DS2024

Mixed quantization and partial hyperbolicity

Snir Ben Ovadia, Qiaochu Ma, Federico Rodriguez-Hertz

We establish stable quantum ergodicity for spin Hamiltonians, also known as Pauli-Schrödinger operators. Our approach combines new analytic techniques of mixed quantization, inspir…

math.DS2022

Summable Orbits

Snir Ben Ovadia

We introduce a class of orbits which may have Lyapunov exponents, but still demonstrate some sensitivity to initial conditions. We construct a countable Markov partition with a…

math.DS2019★ 3 cited

Canonically Codable Points and Irreducible Codings

Snir Ben Ovadia

is a cpt. Riemannian manifold without boundary, . In [Sarig13], for all , for every small enough , Sarig had first constructed a coding $\…