论文标题
支持高维摩尔斯摩尔摩尔差异的支持歧管，几乎没有马鞍
Supporting manifolds for high-dimensional Morse-Smale diffeomorphisms with few saddles
论文作者
论文摘要
我们描述了尺寸的闭合歧管的拓扑结构，不少于四个，这允许莫尔斯 - 摩尔摩尔的差异形态，以便其非随机套件包含任何数量的水槽周期点，以及任何数量的源周期点，几乎没有鞍座周期点。
We describe the topological structure of closed manifolds of dimension no less than four which admit Morse-Smale diffeomorphisms such that its non-wandering set contains any number of sink periodic points, and any number of source periodic points, and few saddle periodic points.
