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• W1978734360 endingPage "570" @default.
• W1978734360 startingPage "562" @default.
• W1978734360 abstract "In this paper we define the fuzzy integral of a positive, measurable function, with respect to a fuzzy measure. We show that the monotone convergence theorem and Fatou's lemma are still true in this new setting. We study some of the properties of this integral, and show that it coincides with another fuzzy integral defined in the literature. Our main result is a convergence theorem, that is in a way stronger than the Lebesgue-dominated convergence theorem. This holds when the fuzzy measure is also assumed to be subadditive." @default.
• W1978734360 created "2016-06-24" @default.
• W1978734360 creator A5028907421 @default.
• W1978734360 creator A5029746376 @default.
• W1978734360 date "1980-06-01" @default.
• W1978734360 modified "2023-09-27" @default.
• W1978734360 title "The fuzzy integral" @default.
• W1978734360 cites W4211007335 @default.
• W1978734360 doi "https://doi.org/10.1016/0022-247x(80)90101-8" @default.
• W1978734360 hasPublicationYear "1980" @default.
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