论文标题
萨尔纳克（Sarnak）莫比乌斯（Möbius
A large class of dendrite maps for which Möbius disjointness property of Sarnak is fulfilled
论文作者
论文摘要
我们证明，终点集已关闭且可计数的SarnakMöbius脱节的任何树突地图。这扩大了El Abdalaoui-Askri和Marzougui \ cite {ela-gh}的结果。我们进一步注意到，Smital-Ruelle属性可以扩展到具有封闭且可计数端点的树突类别。
We prove that any dendrite map for which the set of endpoints is closed and countable fulfilled Sarnak Möbius disjointness. This extended a result by el Abdalaoui-Askri and Marzougui \cite{ela-GH}. We further notice that the Smital-Ruelle property can be extended to the class of dendrites with closed and countable endpoints.
