Fuzzy CSP

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In a fuzzy constraint satisfaction problem each constraint LaTeX: C and instantiation LaTeX: I is assigned a degree of satisfaction LaTeX: sat(C,I), which is a value in the [0,1] real interval indicating the degree that LaTeX: C is satisfied by LaTeX: I. If this value is 1, LaTeX: C is satisfied and if this value is 0, LaTeX: C is violated. In the most common interpretation of fuzzy CSPs, the task is to find an instantiation LaTeX: I for which the minimum of LaTeX: sat(C,I) with LaTeX: C ranging over all the constraints (i.e. the smallest degree of satisfaction for the instantition LaTeX: I) is maximal.


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