THEOREM: A TOPOLOGICAL SPACE (X,T) IS T1-SPACE IFF EACH SINGLETON SUBSET OF X IS CLOSED IN X

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Lecture #18 Topology : Theorem;A topological X T1 space iff every singleton subset of X is closed. Lecture #18 Topology : Theorem;A topological X T1 space iff every singleton subset of X is closed.
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A topological space is T1 space if and only if each single subset is closed A topological space is T1 space if and only if each single subset is closed
A topological X space is T(1) space iff every singleton subset of X is closed.. A topological X space is T(1) space iff every singleton subset of X is closed..
Theorem 1 on T-1 Space | A topological space is T-1 space iff every singleton set is closed Theorem 1 on T-1 Space | A topological space is T-1 space iff every singleton set is closed
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A topological space X is T(1) space iff every finite subset of X is closed.... A topological space X is T(1) space iff every finite subset of X is closed....