Abstract

This article is concerned with the study of fuzziness in incompletely specified combinational networks by means of a suitable fuzzy algebra. For completely specified fuzzy functions, minimal sets have been obtained using the definition of fuzzy consensus. Using the basic properties of fuzzy logic, the concepts of fuzzy prime implicant, essential fuzzy prime implicant, and fuzzy iterated consensus are used to find the minimal sum-of-products expression of an incompletely specified fuzzy function.

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