Matches in DBpedia 2015-10 for { ?s ?p "In topology, an Alexandrov space (or Alexandrov-discrete space) is a topological space in which the intersection of any family of open sets is open. It is an axiom of topology that the intersection of any finite family of open sets is open. In an Alexandrov space the finite restriction is dropped.Alexandrov topologies are uniquely determined by their specialization preorders."@en }
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- Alexandrov_topology comment "In topology, an Alexandrov space (or Alexandrov-discrete space) is a topological space in which the intersection of any family of open sets is open. It is an axiom of topology that the intersection of any finite family of open sets is open. In an Alexandrov space the finite restriction is dropped.Alexandrov topologies are uniquely determined by their specialization preorders.".