A completely Hausdorff space, or functionally Hausdorff space, is a space in which any two distinct points can be separated by a function.
Read more about Completely Hausdorff Space: Naming Conventions, Relation To Other Separation Axioms, Examples
Famous quotes containing the words completely and/or space:
“That the world is not the embodiment of an eternal rationality can be conclusively proved by the fact that the piece of the world that we know—I mean our human reason—is not so very rational. And if it is not eternally and completely wise and rational, then the rest of the world will not be either; here the conclusion a minori ad majus, a parte ad totum applies, and does so with decisive force.”
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