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Determining Truth Degrees of Input Places in Fuzzy Petri Nets

机译:确定模糊Petri网中输入位置的真度

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摘要

Fuzzy Petri net (FPN), as one type of high-level Petri nets, has attracted a lot of attention over the recent decade due to its adequacy for knowledge representation and logic reasoning. However, in the FPN literature, the truth degrees of input places are usually given directly or supposed by researchers. No or little research has been performed on the determination of initial marking vector for a specific FPN. In this correspondence paper, we introduce a group decisionmaking model using hesitant 2-tuple linguistic term sets to obtain the initial truth values of FPNs based on domain experts' knowledge and gathered data. As is illustrated by the numerical example, the proposed framework can well capture domain experts' diversity judgements and derive initial truth degrees for an FPN under different types of uncertainties.
机译:作为高级Petri网的一种类型,模糊Petri网(FPN)由于其在知识表示和逻辑推理方面的适当性而在最近十年受到了广泛的关注。但是,在FPN文献中,输入位置的真实度通常直接给出或由研究人员假定。在确定特定FPN的初始标记向量方面,几乎没有进行任何研究。在此对应文件中,我们介绍了一种基于犹豫的2元组语言术语集的小组决策模型,该模型基于领域专家的知识和收集的数据来获取FPN的初始真值。如数值示例所示,提出的框架可以很好地捕获领域专家的多样性判断,并得出在不同类型的不确定性下FPN的初始真实度。

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