Fuzzy Relations :- A fuzzy relation R is a mapping from Cartesian space X x Y to the interval [0, 1] where the strength of mapping is expressed by membership function of the relation µR(x, y). Operations on Fuzzy Relations […]
What is a Fuzzy Relation and Mention the Operations on Fuzzy Relations Read More »
A binary fuzzy relation R is represented by x R y where (x, y) ∈ R(X, Y). In-detail it will be represented by α / xRy where µR(x, y) = α The domain of a fuzzy relation R(X, Y) is
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The Cartesian product of two sets A & B is denoted by A X B and is the set of all ordered pairs such that the first element in the pair belongs to set A and second element belong to
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Fuzzy sets are defined as sets that contain elements having varying degrees of membership values. Given A and B are two fuzzy sets, here are the main properties of those fuzzy sets: Commutativity :- (A ∪ B) = (B ∪
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Fuzzy set is a set containing the elements that have varying degree of membership. Fuzzy sets support a flexible sense of membership values of elements of a set. The membership function μA(x) is associated with a fuzzy set A, such
