论文标题
关于阿诺索夫家庭的一些评论
Some Remarks on Anosov Families
论文作者
论文摘要
我们研究了Anosov家族，这些家族是沿紧凑型riemannian歧管的差异序列，使切线束分为扩展和收缩子空间。在本文中，我们证明了某些类Anosov家族：（i）承认规范坐标（ii）是广泛的，（iii）满足阴影特性，（iv）显示了马尔可夫分区。
We study Anosov families which are sequences of diffeomorphisms along compact Riemannian manifolds such that the tangent bundle split into expanding and contracting subspaces. In this paper we prove that a certain class of Anosov families: (i) admit canonical coordinates (ii) are expansive, (iii) satisfy the shadowing property, and (iv) exhibit a Markov partition.
