A Wallman-Type Compactification for Convergence Spaces

Gazik, R. J.; Park, B. H.; Richardson, G. D.

doi:10.2307/2045208

Proceedings of the American Mathematical Society

1984

DOI: 10.2307/2045208

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A Wallman-Type Compactification for Convergence Spaces

R. J. Gazik¹,

B. H. Park²,

G. D. Richardson³

Abstract: ABSTRACT.A compactification for any given convergence space is constructed. The compactification has the unique continuous extension property subject to reasonable assumptions on the range space. Properties of the compactification are studied.

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A Wallman-Type Compactification for Convergence Spaces

Abstract: ABSTRACT.A compactification for any given convergence space is constructed. The compactification has the unique continuous extension property subject to reasonable assumptions on the range space. Properties of the compactification are studied.

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See others like this or search for similar articles

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