Let (M, F) be a closed \(C^\infty \) Finsler manifold and \(\varphi \) its geodesic flow. In the case that \(\varphi \) is Anosov, we extend to the Finsler setting a Riemannian vanishing result of M. Gromov about the \(L^\infty \)-cohomology.

中文翻译：

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关于具有双曲测地流的Finsler流形

令（M，  F）为闭合的\（C ^ \ infty \） Finsler流形和\（\ varphi \）为其测地流。在\（\ varphi \）是Anosov的情况下，我们扩展到Finsler，设置M. Gromov关于\（L ^ \ infty \）-同调的黎曼消失结果。