J. G. Oler

collaborators

2 papers

math.DS2020

Phase Transitions for one-dimensional Lorenz-like expanding Maps

M. R. A. Gouveia, J. G. Oler

Given an one-dimensional Lorenz-like expanding map we prove that the condition\linebreak $P_{t o p} (ϕ, \partial P, ℓ) < P_{t o p} (ϕ, ℓ)$ (see, subsection 2.4 for definition)…

math.DS2017

Equilibrium measure for one-dimensional Lorenz-like expanding Maps

Marcus Bronzi, Juliano G. Oler

Let $L : [0, 1] ∖ {d} \to [0, 1]$ be a one-dimensional Lorenz like expanding map ( $d$ is the point of discontinuity), $P = {(0, d), (d, 1)}$ be a partition of $…