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Hausdorffness: Revision history

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22 March 2026

  • curprev 21:2021:20, 22 March 2026 InfernalAtom683 talk contribs 3,895 bytes +3,895 Created page with "A '''Hausdorff space''' (or '''<math>T_2</math> space''') is a type of topological space in which points can be "cleanly separated" by neighborhoods. Specifically, for any two distinct points, there exist disjoint open sets containing each point. Consequently, Hausdorff property ensures that limits of sequences are unique when they exist. == Definitions == A topological space <math>(X,\tau)</math> is Hausdorff, if for any two points <math>x,y\in X</math..." Tag: Visual edit
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