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Smooth mixing Anosov flows in dimension three are exponential mixing

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arxiv 2006.04293 v1 pith:U77MYSA7 submitted 2020-06-08 math.DS

classification math.DS
keywords mixinganosovexponentialcompactdimensiondimensionalequilibriumflow
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abstract

We show that a topologically mixing $C^\infty$ Anosov flow on a 3 dimensional compact manifold is exponential mixing with respect to any equilibrium measure with Holder potential.

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  1. Fourier decay of equilibrium states and the Fibonacci Hamiltonian

    math.DS 2025-07 conditional novelty 7.0 of 10

    Power Fourier decay is proved for equilibrium states of nonlinear area-preserving Axiom A surface diffeomorphisms, giving positive lower Fourier dimension for certain C^{1+} self-conformal measures and for the Fibonac...

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