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- W2740513862 abstract "Abstract The study of the Frechet–Urysohn property with respect to a family of subsets started by Reznichenko and this author in relation to the problem of Malykhin on the existence in ZFC of a separable nonmetrizable Frechet–Urysohn topological group is continued. A simple characterization of spaces Frechet–Urysohn with respect to finite subsets is given. It is proved that the Frechet–Urysohn property in lattice-ordered spaces and groups and their subspaces often implies stronger Frechet–Urysohn properties with respect to families of subsets in many situations." @default.
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- W2740513862 title "Spaces Frechet-Urysohn with respect to families of subsets" @default.
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