Open AccessBook
Fuzzy Measure Theory
Zhenyuan Wang,George J. Klir +1 more
TLDR
Introduction.Abstract:
Introduction. Required Background in Set Theory. Fuzzy Measures. Extensions. Structural Characteristics for Set Functions. Measurable Functions on Fuzzy Measure Spaces. Fuzzy Integrals. PanIntegrals. Applications. Index.read more
Citations
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Sandor’s inequality for Sugeno integrals☆
J. Caballero,Kishin Sadarangani +1 more
TL;DR: In this paper, a fuzzy integral inequality for convex functions is proved and the results improve recent results that appear in literature.
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Multiobjective optimization under uncertainty in tunneling: application to the design of tunnel support/reinforcement with case histories
TL;DR: Fuzzy Set Theory and Random Set Theory are used to develop a general interactive multiobjective procedure, which is then applied to the design of tunnel support/reinforcement and shows that both imprecision and randomness can be easily taken into account in tunnel design.
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Hesitant triangular fuzzy information aggregation operators based on Bonferroni means and their application to multiple attribute decision making.
TL;DR: The definition and some operational laws of hesitant triangular fuzzy elements are introduced and some operators based on Bonferroni means are developed to deal with multiple attribute decision-making problems under hesitant triangle fuzzy environment.
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Pseudo-optimal measures
Jun Li,Radko Mesiar,Peter Struk +2 more
TL;DR: Based on a pseudo-addition @?
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Intuitionistic Fuzzy Probabilistic Aggregation Operators Based on the Choquet Integral: Application in Multicriteria Decision-Making
Gia Sirbiladze,Otar Badagadze +1 more
TL;DR: Several variants of the new operators, based on the Choquet integral and an associated probability class of a fuzzy measure, are used for the decision-making problem regarding the fiscal policy of a country and for the decisions regarding the best global supplier selection according to the core competencies of suppliers for a manufacturing company.