Some regular Wallman βX

Author:

Misra Arvind K.

Publisher

Elsevier BV

Subject

General Medicine

Reference12 articles.

1. Every metric compactification is a Wallman-type compactification;Aarts,1968

2. Normal bases and compactifications;Alo;Math. Ann.,1968

3. On Wallman's method of compactification;Banaschewski;Math. Nachr.,1963

4. Wallman-type compactifications;Biles,1970

5. Biles, C. M., Multiple points and Wallman-type compactifications (preprint).

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1. On RC-spaces;Arabian Journal of Mathematics;2018-12-14

2. Spaces having a compactification which is a C-space;Topology and its Applications;2004-08

3. The Stone-Čech compactification, the Stone-Čech remainder, and the regular Wallman property;Proceedings of the American Mathematical Society;1987

4. Spaces having a weakly-infinite-dimensional compactification;Topology and its Applications;1985-12

5. Compactifications of locally compact spaces with zero-dimensional remainder;General Topology and its Applications;1978-07

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