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    Interval Type–2 Defuzzification Using Uncertainty Weights 

    Coupland, Simon; Runkler, Thomas; John, Robert, 1955-; Chen, Chao (Springer, 2017-09-27)
    One of the most popular interval type–2 defuzzification methods is the Karnik–Mendel (KM) algorithm. Nie and Tan (NT) have proposed an approximation of the KM method that converts the interval type–2 membership functions ...
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    On Nie-Tan Operator and Type-reduction of Interval Type-2 Fuzzy Sets 

    Jiawei, Li; John, Robert, 1955-; Coupland, Simon; Graham Kendall (IEEE, 2017-02-09)
    Type-reduction of type-2 fuzzy sets is considered to be a defuzzification bottleneck because of the computational complexity involved in the process of type-reduction. In this research, we prove that the closed-form Nie-Tan ...
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    Type-2 Fuzzy Alpha-Cuts 

    Coupland, Simon; Hamrawi, Hussam; John, Robert, 1955- (IEEE, 2016)
    Type-2 fuzzy logic systems make use of type-2 fuzzy sets. To be able to deliver useful type-2 fuzzy logic applications we need to be able to perform meaningful operations on these sets. These operations should also ...

    Interval type-2 fuzzy decision making 

    Coupland, Simon; Runkler, Thomas; John, Robert, 1955- (Elsevier, 2016-09-23)
    This paper concerns itself with decision making under uncertainty and the consideration of risk. Type-1 fuzzy logic by its (essentially) crisp nature is limited in modelling decision making as there is no uncertainty in ...
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    AuthorCoupland, Simon (4)
    John, Robert, 1955- (4)
    Runkler, Thomas (2)Chen, Chao (1)Graham Kendall (1)Hamrawi, Hussam (1)Jiawei, Li (1)Subject
    Fuzzy Logic (4)
    alpha-cuts (1)Decisions under vagueness and risk (1)Defuzzification (1)Game Theory (1)... View MoreDate Issued2016 (2)2017 (2)Has File(s)Yes (4)

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