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- W3100196672 abstract "We prove that every continuous function $$f:Erightarrow Y$$ depends on countably many coordinates if $$E$$ is an $$(aleph _1,aleph _0)$$ -invariant pseudo- $$aleph _1$$ -compact subspace of a product of topological spaces and $$Y$$ is a space with a regular $$G_delta $$ -diagonal. Using this fact for any $$alpha <omega _1$$ , we construct an $$(alpha +1)$$ -embedded subspace of a completely regular space which is not $$alpha $$ -embedded." @default.
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- W3100196672 date "2014-12-13" @default.
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- W3100196672 title "On $$alpha $$ α -embedded subsets of products" @default.
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