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- W2055332009 abstract "Let (X, τ) be a generalized topological space of type Vα (see A. Appert and K. Fan, “Espaces topologiques intermédiares,” Herman, Paris, 1951) and (L, ⩽) be a complete Brouwerian lattice such that the dual lattice of (L, ⩽) is also Brouwerian. We prove that every upper semicontinuous L-fuzzy subset of X can be represented by a τ-closed random set. As an important application we obtain a fuzzification of measurable spaces as well as of topological spaces. In particular a concept of measurable (open) L-fuzzy sets is developed." @default.
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- W2055332009 date "1980-12-01" @default.
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- W2055332009 title "Upper semicontinuous fuzzy sets and applications" @default.
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- W2055332009 doi "https://doi.org/10.1016/0022-247x(80)90173-0" @default.
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