论文标题
可访问性和部分双曲线流
Accessibility and centralizers for partially hyperbolic flows
论文作者
论文摘要
部分双曲线差异性的稳定可访问性对于其千古理论至关重要，我们在1中建立了其\（c^1 \） - 密度1。All，2。量化量，3。Symplectic和4。接触部分双曲线流。 作为应用，我们在这4个类别中的每一个中获得\（c^1 \） - \（c^1 \）的密度 - 稳定的拓扑传递性，奇异性和琐碎性。
Stable accessibility for partially hyperbolic diffeomorphisms is central to their ergodic theory, and we establish its \(C^1\)-density among 1. all, 2. volume-preserving, 3. symplectic, and 4. contact partially hyperbolic flows. As applications, we obtain in each of these 4 categories \(C^1\)-density of \(C^1\)-stable topological transitivity, ergodicity, and triviality of the centralizer.
