The coregular property on -spaces
Athanasios Andrikopoulos, John Stabakis (1999)
Czechoslovak Mathematical Journal
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Displaying similar documents to “The quasimetrization problem in the (bi)topological spaces.”
The coregular property on -spaces
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Partial solution is given here respect to one open problem posed by P. Fletcher and W. F. Lindgren in their monography Quasi-uniform spaces.
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This is a general study of an increasing, countably subadditive set function, called a capacity, and defined on the subsets of a topological space . The principal aim is the study of the “quasi-topological” properties of subsets of , or of numerical functions on , with respect to such a capacity . Analogues are obtained to various important properties of the fine topology in potential theory, notably the quasi Lindelöf principle (Doob), the existence of a fine support (Getoor), and...
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