Computer Science ›› 2007, Vol. 34 ›› Issue (7): 200-202.
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Abstract: When rule base is sparse, we cannot get any reasoning result by traditional fuzzy reasoning method for an observation is in the gap between two neighboring antecedents. Fuzzy reasoning is really equal to a interpolation. Hence Koczy and Hirota first propo
Key words: Fuzzy set, Lagrange's interpolative reasoning, Sparse fuzzy rule base, Fuzzy reasoning
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