Answer to Question #116434 in Differential Geometry | Topology for Sheela John

Question #116434
Prove or disprove every topological space is metrizible
1
Expert's answer
2020-05-25T15:24:44-0400

There are examples of non Hausdorff spaces (we can consider R with double zero: two points at zero, and the same topology as standard R), but every metrizible topological space is Hausdorff, so not every topological space is metrizible.


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