Abstract
In this paper, the upper bounds for a multivariable fuzzy logic controller under Godel's implication have been investigated and a generalized multivariable structure of a fuzzy controller has been proposed. Contribution operators, such as the max (v) operation, ensure the greatest upper bound as well as the least upper bound. Conditions which determine an appropriate upper bound are also determined. This theory has applications in the design of fuzzy logic controllers.
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