多阶段模糊逻辑模型的系统规则约简

J. M. Adams, K. Rattan
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引用次数: 0

摘要

系统地简化了多阶段模糊逻辑模型,得到了更小的规则库。通过将单阶段n维模糊逻辑模型展开为多个二维阶段,得到多阶段结构。阶段之间的互连没有去模糊化。规则约简是通过比较最终二维规则库中的输出隶属函数来执行的,并根据每个规则从前一阶段收到的使用数量(称为真理总和)进行加权。该方法在麦基玻璃系列和双连杆机器人上进行了演示,均取得了令人鼓舞的结果。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Systematic rule reduction of a multi-stage fuzzy logic model
A multi-stage fuzzy logic model is systematically reduced to obtain a significantly smaller rulebase. The multi-stage structure is obtained by unfolding a single-stage, n-dimension fuzzy logic model into multiple, two-dimension stages. The interconnection between stages is not defuzzified. Rule reduction is performed by comparing output membership functions in the final two-dimension rulebase, weighted by the amount of use each rule receives, called the sum of truth, from the previous stage. The method is demonstrated on a Mackey Glass series and on a two-link robot, both with encouraging results.
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