Conditionally Ring Rules Extend the Possibilities of Fuzzy Controllers
نویسنده
چکیده
We introduce a fuzzy controller which uses a fuzzy rule base diierently to the classical Mamdani approach. We argue that it has several desirable and well-motivated properties which often cannot be obtained by a Mamdani controller. Let X and Y denote the input and the output space, respectively, and let F(:) denote the collection of all fuzzy subsets. The support of a fuzzy set A 2 F(X) is Supp A = fx 2 X j A(x) > 0g: Suppose that we are given a rule base = (X i ; Y i) n i=1 of if-then rules
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