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- W2141010928 abstract "An A-spectral space is a space such that its one-point compactifi- cation is a spectral space. An up-spectral space is defined to be a topological space X satisfying the axioms of a spectral space with the exception that X is not necessarily compact. This paper deals with the interactions between up-spectral spaces and A-spectral spaces. An example of up-spectral space which is not A-spectral is constructed." @default.
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- W2141010928 date "2004-01-01" @default.
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- W2141010928 title "An up-spectral space need not be A-spectral" @default.
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