2010Journal of Hebei UniversityRequires access

Further Discussion on Properties of Set-valued Fuzzy Choquet Integral

Qiao Jun-jian

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Abstract

Set-valued fuzzy Choquet integral is an important generalization of Choquet integral,set-valued Choquet integral and fuzzy Choquet integral.In this paper some properties of set-valued fuzzy Choquet integral are further discussed,and some imprecision in Zhang Feng-shuang generalized properties of set-valued fuzzy choquet integrals are revised.

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Set-valued fuzzy Choquet integral is an important generalization of Choquet integral,set-valued Choquet integral and fuzzy Choquet integral.In this paper some properties of set-valued fuzzy Choquet integral are further discussed,and some imprecision in Zhang Feng-shuang generalized properties of set-valued fuzzy choquet integrals are revised.

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Available abstract

Set-valued fuzzy Choquet integral is an important generalization of Choquet integral,set-valued Choquet integral and fuzzy Choquet integral.In this paper some properties of set-valued fuzzy Choquet integral are further discussed,and some imprecision in Zhang Feng-shuang generalized properties of set-valued fuzzy choquet integrals are revised.

Key concepts: Choquet integral, Fuzzy measure theory, Mathematics, Choquet theory, Fuzzy logic, Set function, Generalization, Fuzzy set

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