论文标题
有限拓扑空间的巧合定理
Coincidence theorems for finite topological spaces
论文作者
论文摘要
我们将越野图的定义调整为有限拓扑空间的框架，并证明了一些巧合定理。从他们那里，我们推断出lefschetz固定点定理，以改善文献的最新结果。最后，将其应用于多面体中离散动力学系统的近似值。
We adapt the definition of the Vietoris map to the framework of finite topological spaces and we prove some coincidence theorems. From them, we deduce a Lefschetz fixed point theorem for multivalued maps that improves recent results in the literature. Finally, it is given an application to the approximation of discrete dynamical systems in polyhedra.
