System of fuzzy relation equations as a continuous model of IF-THEN rules
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Cites background from "System of fuzzy relation equations ..."
...2) Perfilieva and Lehmke [28] and Perfilieva and Novák [30] have dealt with the continuity of a fuzzy function f ◦R that is adjoint to the CRI mechanism ◦ in a structure S = (X,Y, {Ai,Bi}i=1,...,n ,L, ◦) and a fuzzy relation R that models fuzzy rules (3)....
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...The main result by Perfilieva and Lehmke [28] and Perfilieva and Novák [30] concerns the relationship of the aforementioned continuity and the interpolativity for the CRI as contained in the following result....
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...The main result by Perfilieva and Lehmke [28] and Perfilieva and Novák [30] concerns the relationship of the aforementioned continuity and the interpolativity for the CRI as contained in the following result....
[...]
...2) Perfilieva and Lehmke [28] and Perfilieva and Novák [30] have dealt with the continuity of a fuzzy function f ◦ R that is adjoint to the CRI mechanism ◦ in a structure S = (X,Y, {Ai,Bi}i=1,....
[...]
...Perfilieva and Lehmke [28] and Perfilieva and Novák [30] have dealt with the continuity of a fuzzy function f ◦ R that is adjoint to the CRI mechanism and a fuzzy relation that models fuzzy rules (3)....
[...]
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References
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