分离集合
Sign in to savetype of relation for subsets of a topological space
In the Vinony graph
Within Vinony's link graph, 分离集合 is referenced by 30 other articles, and connects out to continuous function, topological space and open set.
Vinony files it under Separation axioms and Topology.
Its subject is documented across 13 Wikipedia language editions.
Article · 中文
在拓扑学和有关的数学分支中，分离集合是给定拓扑空间中以特定方式相互关联的一对子集，粗略的說，既不重疊也不接觸。两个集合是否分离对于连通空间和拓扑空间的分离公理的概念都很重要。 分离集合不应该與分离空间混淆，它们有些关系但並不相同。而可分离空间則是完全不同的拓扑概念。
Abstract from DBpedia / Wikipedia · CC BY-SA
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