非单态模糊逻辑系统的FuzzyR工具箱的扩展

Chao Chen, Yu Zhao, Christian Wagner, Direnc Pekaslan, J. Garibaldi
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引用次数: 1

摘要

近年来,人们对非单态模糊系统的兴趣激增。这些系统能够使用模糊化阶段对影响系统输入的不确定性进行直接建模。此外,最近的工作表明,不同的组合方法如何建模非单例输入和先验模糊集之间的交互,从而能够有效地处理不确定性,而不需要更改系统的规则库,在性能和可解释性方面都有好处。由于目前很少有软件工具箱支持非单例模糊系统,本文提出了对FuzzyR工具箱的扩展,这是一个在CRAN上免费提供的R包,用于非单例模糊逻辑系统。更新后的工具箱可以方便地从头构建非单例模型,也可以方便地转换使用FuzzyR构建的现有单例模糊逻辑系统。预定义的操作包括清晰输入的模糊化(例如,进入高斯隶属函数),以及基于标准,基于质心和基于相似性的方法计算规则发射强度的各种组合方法。还可以为这些上述方法包括用户定义的选项,而无需修改(或更新)FuzzyR工具箱本身。在本文中,详细介绍了该工具包的新非单例特性,并提供了R代码示例,以促进社区内外的采用。此外,本文提出了一系列验证实验,复制了最近在具有不同噪声水平的时间序列预测背景下的非单态模糊逻辑系统的经验分析。
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An Extension of the FuzzyR Toolbox for Non-Singleton Fuzzy Logic Systems
Recent years have seen a surge in interest in non-singleton fuzzy systems. These systems enable the direct modelling of uncertainty affecting systems' inputs using the fuzzification stage. Moreover, recent work has shown how different composition approaches to modelling the interaction between the non-singleton input and the antecedent fuzzy sets enable the efficient handling of uncertainty without requiring changes in a system's rule base, with benefits both in terms of performance and interpretability. As thus far few current software toolkit support non-singleton fuzzy systems, this paper presents an extension of the FuzzyR toolbox, which is a freely available R package on CRAN, for non-singleton fuzzy logic systems. The updated toolbox enables a non-singleton model to be conveniently built from scratch, or for existing singleton fuzzy logic systems built using FuzzyR to be converted easily. Predefined operations include fuzzification of crisp inputs (e.g. into Gaussian membership functions), and a variety of composition approaches for computing rules' firing-strengths, based on the standard, centroid-based, and similarity-based methods. It is also possible to include user-defined options for these abovementioned methods, without the need to modify (or update) the FuzzyR toolbox itself. In this paper, detailed introductions for the new non-singleton features of the toolkit are presented, complete with code samples in R to facilitate adoption both within and beyond the community. Further, the paper presents a series of validation experiments, replicating a recent empirical analysis of non-singleton fuzzy logic systems in the context of time-series prediction with different levels of noise.
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