Statistical linear spaces. I. Properties of $\varepsilon$, $\eta$-topology

Jiří Michálek

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Displaying similar documents to “Statistical linear spaces. I. Properties of $\varepsilon$, $\eta$-topology”

Statistical linear spaces. II. Strongest $t$ -norm

Jiří Michálek (1984)

Kybernetika

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Normal spaces and the Lusin-Menchoff property

Pavel Pyrih (1997)

Mathematica Bohemica

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We study the relation between the Lusin-Menchoff property and the $F_{σ}$ -“semiseparation” property of a fine topology in normal spaces. Three examples of normal topological spaces having the $F_{σ}$ -“semiseparation” property without the Lusin-Menchoff property are given. A positive result is obtained in the countable compact space.