Approximate Reasoning in the Knowledge-Based Dynamic Fuzzy Sets

R. Intan, S. Halim, L. P. Dewi
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Abstract

Intan and Mukaidono discussed that knowledge plays an important role in determining the membership function of a given fuzzy set by introducing a concept, called Knowledge-based Fuzzy Sets (KFS) in 2002. Here, the membership degree of an element given a fuzzy set is subjectively determined by the knowledge. Every knowledge may have each different membership degree of the element given the fuzzy set. In 1988, Wang et al. extended the concept of fuzzy set, called Dynamic Fuzzy Sets (DFS) by considering that the membership degree of an element given a fuzzy set might be dynamically changeable over the time. Both generalized concepts, KFS and DFS, were hybridized by Intan et al. to be a Knowledge-based Dynamic Fuzzy Set (KDFS). As usually happened in the real-world application, the KDFS showed that a membership function of a given fuzzy set subjectively determined by a certain knowledge may be dynamically changeable over time. Moreover, the concept of fuzzy granularity was discussed dealing with the KDFS. Related to the concept of fuzzy granularity in KDFS, this paper discusses the concept of approximate reasoning of KDFS in representing fuzzy production rules as generally applied in the fuzzy expert system.
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基于知识的动态模糊集近似推理
Intan和Mukaidono在2002年提出了基于知识的模糊集(knowledge -based fuzzy Sets, KFS)的概念,讨论了知识在确定给定模糊集的隶属函数方面起着重要作用。在这里,给定一个模糊集合的元素的隶属度是由知识主观上决定的。在给定的模糊集合中,每个知识的元素的隶属度可能各不相同。1988年,Wang等人考虑到给定模糊集的元素的隶属度可能随时间动态变化,对模糊集的概念进行了扩展,称为动态模糊集(Dynamic fuzzy Sets, DFS)。Intan等人将广义概念KFS和DFS混合成基于知识的动态模糊集(KDFS)。正如在实际应用中经常发生的那样,KDFS表明,由某一知识主观确定的给定模糊集的隶属度函数可能随时间动态变化。在此基础上,讨论了模糊粒度的概念。结合KDFS中的模糊粒度概念,讨论了模糊专家系统中常用的KDFS表示模糊产生规则的近似推理概念。
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