一般,许多动力性质(如:拓扑传递、拓扑混合等)不能被一致收敛性所遗传.本文引入强一致收敛性的概念,并说明紧致度量空间上映射的一些动力性质被强一致收敛性所保持.
In general,some dynamical properties, such as topological transitivity and topological mixing,may not be inherited by the limit map under uniform convergence. In this paper, we introduce the notion of strongly uniform convergence ,and show that some dynamical properties of maps on compact metric spaces are preserved under strongly uniform convergence.