### Some articles on *hausdorff completion, hausdorff*:

Completeness -

... spaces, every uniform space X has a

**Hausdorff Completion**of A Uniform Space... spaces, every uniform space X has a

**Hausdorff completion**that is, there exists a complete**Hausdorff**uniform space Y and a uniformly continuous map i X → Y with the following property for ... The**Hausdorff completion**Y is unique up to isomorphism ... entourages of X, and thus i is injective precisely when X is**Hausdorff**...Main Site Subjects

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