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- W946377685 abstract "Publisher Summary This chapter discusses the characterization of spaces by means of normality of product spaces and recognizes a special importance of normality of product spaces in general topology. Unless explicitly stated to the contrary, the product of spaces is the topological product space of two spaces. The chapter reviews some fundamental results on the normality of product spaces with a compact factor. In the proofs of many propositions, the chapter uses a pseudometric to make them simpler. The chapter also discusses Morita's work, particularly with his three conjectures, which are about the characterization of spaces by means of normality of product spaces." @default.
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- W946377685 title "Chapter 3 Normality of Product Spaces I" @default.
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- W946377685 doi "https://doi.org/10.1016/s0924-6509(08)70149-1" @default.
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