Zafer Ercan
Abstract
We prove that a topological space is completely Hausdorff if and only if every compact subspace of it is Cb-embedded.
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We prove that a topological space is completely Hausdorff if and only if every compact subspace of it is Cb-embedded.
Key concepts: Urysohn and completely Hausdorff spaces, Hausdorff space, Subspace topology, Normal space, Characterization (materials science), Paracompact space, Mathematics, Continuous functions on a compact Hausdorff space