A Hausdorff compactification that is not
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R.C. Solomon
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Article
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1977
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Elsevier Science
β 576 KB
The Walknan compctitication sf a sqce X is one generated from a certain base of closed sets. If the compact Hausdorff space Y possesses a base of sets which axe the closures of their own interiors, it is called regular Wallman, and is the Wallman compactification of each of its dense subspaces, We c