论文标题

与封闭关系的最小动态系统

Minimal dynamical systems with closed relations

论文作者

Banic, Iztok, Erceg, Goran, Rogina, Rene Gril, Kennedy, Judy

论文摘要

我们引入了动态系统$(x,g)$,封闭关系$ g $在紧凑的度量空间上$ x $,并讨论了这种动态系统的不同类型的最小值,所有这些都将最小的动力系统$(x,f)$ f $在紧凑型公制$ x $上概括为具有连续功能$ f $。

We introduce dynamical systems $(X,G)$ with closed relations $G$ on compact metric spaces $X$ and discuss different types of minimality of such dynamical systems, all of them generalizing minimal dynamical systems $(X,f)$ with continuous function $f$ on a compact metric space $X$.

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