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Fuzzy Inference Based on Similarity Measure

机译:基于相似度测度的模糊推理

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According to the understanding in mathematics essence of approximate reasoning, we study the fuzzy inference course based on similarity measure, propose a new approximate reasoning algorithm (SMTT fuzzy inference algorithm) based on similarity measure and transformation by "peak drift" of fuzzy sets, and introduce the general formal expression of this fuzzy inference algorithm. This algorithm avoids the "relational composition" process which is often in doubt in CRI algorithm, but replaces it with transformation by "peak drift" based on similarity measure to generate the inference conclusion. Moreover, we study the relationship between this fuzzy inference algorithm and interpolating algorithm, and prove that this fuzzy inference algorithm is equivalent with the true value deferral method-fuzzy inference interpolating algorithm in a special circumstance. This algorithm not only has the characters of convenient calculation and good nature, but also solves the questions existing in the true value deferral method-fuzzy inference interpolating algorithm satisfactorily, thereby, the rationality of the true value deferral method -fuzzy inference interpolating algorithm is added to explain.
机译:根据对近似推理的数学本质的理解,我们研究了基于相似性测度的模糊推理过程,提出了一种基于相似性测度并通过模糊集“峰漂移”变换的新的近似推理算法(SMTT模糊推理算法),并且介绍了这种模糊推理算法的一般形式。该算法避免了在CRI算法中经常令人怀疑的“关系合成”过程,而是将其替换为基于相似性度量的“峰值漂移”变换,从而得出推断结论。此外,我们研究了这种模糊推理算法和插值算法之间的关系,并证明了这种模糊推理算法在特殊情况下等效于真值递推方法-模糊推理插值算法。该算法不仅具有计算方便,性质好的特点,还令人满意地解决了真值递推法-模糊推理插值算法中存在的问题,从而增加了真值递推法-模糊推理插值算法的合理性。解释。

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