Bruno Santiago

collaborators

2 papers

math.DS2025

Entropy rigidity of $u$ -Gibbs measures

Vítor Gomes, Bruno Santiago

We obtain new entropy rigidity results for $u$ -Gibbs measures by showing that whenever a $u$ -Gibbs measure of a partially hyperbolic diffeomorphism admits an unstable Margulis fami…

math.DS2024

U-Gibbs measure rigidity for partially hyperbolic endomorphisms on surfaces

Marisa Cantarino, Bruno Santiago

We prove that, for a $C^{2}$ partially hyperbolic endomorphism of the 2-torus which is strongly transitive, given an ergodic $u$ -Gibbs measure that has positive center Lyapunov expon…

Entropy rigidity of u-Gibbs measures

U-Gibbs measure rigidity for partially hyperbolic endomorphisms on surfaces

Entropy rigidity of $u$ -Gibbs measures