Fuzzy Reasoning for Fuzzy Optimization
Following Fullér and Zimmermann , we interpret fuzzy linear programming (FLP) problems with fuzzy coefficients and fuzzy inequality relations as multiple fuzzy reasoning schemes (MFR) , where the antecedents of the scheme correspond to the constraints of the FLP problem and the fact of the scheme is the objective of the FLP problem.
KeywordsMembership Function Fuzzy Number Reservation Price Fuzzy Reasoning Inequality Relation
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