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20152025
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math.DS2020

Entropy rigidity for 3D conservative Anosov flows and dispersing billiards

Jacopo De Simoi, Martin Leguil, Kurt Vinhage +1

Given an integer , and a Anosov flow on some compact connected -manifold preserving a smooth volume, we show that the measure of maximal entropy (MME) is the…

math.DS2018

Non-stationary Almost Sure Invariance Principle for Hyperbolic Systems with Singularities

Jianyu Chen, Hongkun Zhang, Yun Yang

We investigate a wide class of two-dimensional hyperbolic systems with singularities, and prove the almost sure invariance principle (ASIP) for the random process generated by sequ…

math.DS2018

A topological classification of locally constant potentials via zero-temperature measures

Christian Wolf, Yun Yang

We provide a topological classification of locally constant functions over subshifts of finite type via their zero-temperature measures. Our approach is to analyze the relationship…

math.DS2018

Entropy rigidity and flexibility for suspension flows over Anosov diffeomorphisms

Cameron Bishop, David Hughes, Kurt Vinhage +1

For any , area-preserving Anosov diffeomorphism of a surface, we show that a suspension flow over is -conjugate to a constant-time suspension flow of a…

math.DS2015

Hyperbolic periodic points for chain hyperbolic homoclinic classes

Wenxiang Sun, Yun Yang

In this paper we establish a closing property and a hyperbolic closing property for thin trapped chain hyperbolic homoclinic classes with one dimensional center in partial hyperbol…