Question

Consider the following two discrete fuzzy sets, which are defined over the universe X = {-5,5): A = "zero" = {0/-2 + 0.5/-1 + 1.0/0 + 0.5/1 + 0/2) B = "positive medium" = {0/0 + 0.5/1 + 1.0/2 + 0.5/3 + 0/4} It is known that IF x is A THEN y is B (i.e. IF x is "zero" THEN y is "positive medium") If we introduce a new antecedent A' = "positive small" = {0/-1+ 0.5/0+1/1 +0.5/2 + 0/3) find the new consequent B', using max-min composition rule of inference, i.e. B' A'R = A'o ( A B ).

Answer 1

Explanation:

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