“…In contrast, fuzzy ontology represents fuzzy concepts and their fuzzy relations, and meanwhile this relationship were represented by a four-tuples Θ = (C, R, P, X ), of which C is a fuzzy concept set, R is an attribute set, P is Cartesian products between fuzzy concept set and attribute set, and X is an axiomatic set. So, according to the definition of Θ , the fuzzy concept can be represented as C = ( 1 2 1 2 , ,..., r r rn n c c c ), where c i is an object, and r i is the property of c i [15]. Thus, through the fuzzy concept definition, the fuzzy ontology framework was constructed as follows.…”