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K-Means clustering based Extreme Learning ANFIS with improved interpretability for regression problems

机译:基于K-Means基于聚类的极端学习ANFI,具有改进的回归问题的解释性

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In this paper, a novel network called K-Means clustering based Extreme Learning ANFIS (KMELANFIS) with improved interpretability for regression problems is presented. Grid input space partitioning results in the exponential rise in the number of rules in Fuzzy Inference System (FIS) with an increase in the number of features, thus reducing the interpretability of the network and increasing the computational burden. In the proposed network, input partitioning is done using K-means clustering algorithm to avoid the computational complexity arising due to the large number of rules generated for problems with high input dimensionality. The cluster centers resulting from the clustering of input–output space are used for initializing the membership function parameters. Based on the similarity index between adjacent membership functions, the similar membership functions are merged, and membership function parameters are tuned to improve the distinguishability of membership functions. Extreme learning machine (ELM) technique is incorporated to compute the consequent parameters thus avoiding the computational complexity of the backpropagation algorithm used in the training of ANFIS network. For performance comparison, simulations for function approximation and real world benchmark regression problems are done for ANFIS, ELANFIS, LSSVR, and KMELANFIS networks. KMELANFIS network has improved interpretability with decent accuracy, lesser numbers of rules and parameters, and has faster training for most of the examples. Regularized KMELANFIS network have better accuracy and larger training time compared to KMELANFIS network.
机译:在本文中,提出了一种名为K-Means聚类的基于k-means聚类的新型网络,并提出了具有改进的回归问题的可解释性的基于基于的极端学习Anfis(Kmelanfis)。网格输入空间分区导致模糊推理系统(FIS)中规则数量的指数上升,其特征数量增加,从而降低了网络的可解释性并增加了计算负担。在所提出的网络中,使用K-means聚类算法完成输入分区,以避免由于为具有高输入维度问题产生的大量规则而产生的计算复杂性。由输入输出空间群集产生的群集中心用于初始化隶属函数参数。基于相邻隶属函数之间的相似性索引,合并了类似的隶属函数,并调整隶属函数参数以提高成员函数的可区分性。结合了极限学习机(ELM)技术以计算结果的参数,从而避免了ANFIS网络训练中使用的背部agagation算法的计算复杂度。对于性能比较,为ANFIS,Elanfis,LSSVR和KMELANFIS网络进行函数近似和现实世界基准回归问题的模拟。 kmelanfis网络具有以体面的准确性,规则和参数数量较少的可解释性,并且对大多数示例具有更快的培训。与kmelanfis网络相比,正则kmelanfis网络具有更好的准确性和更大的培训时间。

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