论文标题
关于单调自塑形的拓扑组
On Topological Groups of Monotonic Autohomeomorphisms
论文作者
论文摘要
我们在概述的空间$ l $上研究单调自动塑料的拓扑组。我们发现一种条件是必要和足够的，对于$ L $上的所有单调自塑形，以及功能组成和点融合的拓扑结构，成为拓扑组。
We study topological groups of monotonic autohomeomorphisms on a generalized ordered space $L$. We find a condition that is necessary and sufficient for the set of all monotonic autohomeomorphisms on $L$ along with the function composition and the topology of point-wise convergence to be a topological group.
