论文标题
拓扑序列熵和树地图的拓扑动态
Topological sequence entropy and topological dynamics of tree maps
论文作者
论文摘要
我们证明，零拓扑熵连续树图始终显示为零拓扑序列熵，而它仅限于其非随机和链条复发集。此外，我们表明，即使我们仅考虑对周期点集的限制，相似的结果也是可能的。
We prove that a zero topological entropy continuous tree map always displays zero topological sequence entropy when it is restricted to its non-wandering and chain recurrent sets. In addition, we show that a similar result is not possible when the phase space is a dendrite even when we consider only the restriction on the set of periodic points.
