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Multi-layer fuzzy system modeling a new approach: Theory and application

机译:一种新方法模拟的多层模糊系统:理论与应用

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In this paper, the concept of multi-layer fuzzy system modeling methodology is presented to deal with rule uncertainties, to cover the different aspect of the modeled system, to reduce data acquisition process and to improve the accuracy and robustness of the systematic fuzzy modeling method proposed in references [1-3]. This method is based on partitioning of the output space using fuzzy c-means clustering and the projection of output space clusters onto input space to construct generic Zadeh fuzzy rules from input-output data. First, several fuzzy models of the system which are called "primary fuzzy model" in this paper, are constructed corresponding to different values of membership grade, the fuzziness parameter, and number of clusters. Then the final output of fuzzy model is calculated based on the weighted sum of the primary fuzzy models output. An approximation of two benchmark nonlinear functions are used to illustrate and describe the new modeling concept. Finally, the developed method is being employed to construct the multi-layer fuzzy dynamic model of a two degrees of freedom robot for control applications.
机译:在本文中,提出了多层模糊系统建模方法的概念来处理规则不确定性,以涵盖建模系统的不同方面,减少数据采集过程,提高系统模糊建模方法的准确性和鲁棒性参考文献[1-3]。该方法基于使用模糊C-MERIAL聚类的输出空间分区,并将输出空间簇的投影到输入空间上,从输入输出数据构建通用ZADEH模糊规则。首先,在本文中称为“主模糊模型”的系统的多个模糊模型,其构成对应于成员级,模糊参数和簇数的不同值。然后基于主要模糊模型输出的加权和计算模糊模型的最终输出。两个基准非线性函数的近似用于说明和描述新的建模概念。最后,正在采用开发的方法来构建用于控制应用的两度自由机器人的多层模糊动态模型。

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