自覆盖映射的弱双曲不变集的性质

Properties of Weak-hyperbalic Invariant Sets on Self corering Maps

对弱双曲不变集进行了讨论 ,证明了 :若∧是 f的具有局部乘积结构的紧致弱双曲不变集 ,则 f在∧上具有伪轨跟踪性质。

The paper discusses the constant weak compact and bi curves.Suppose that f is a self-lovering map of a compact manifold M without boundary,it proves that,if∧is a weak compact-hyperbolic invariant set with local product structure,fhas pseudo-orbit-tracing property.