Function approximation based on self-adaptive RBF neural network with combined clustering algorithm

Suying Zhou, Hui Lin
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引用次数: 3

Abstract

Due to the difficulty of determining node number of hidden layers and center, slow learning speed and weaken generalization ability of RBF neural network when input data is generous and complex. A new method based on combined clustering is presented here to determine node number of hidden layer and centers of RBF neural network self-adaptively. In this paper, subtractive clustering is used to cluster the data firstly, node number and initial value of data center of RBF network are achieved, then GK fuzzy clustering algorithm is adopted to evaluate cluster validity and obtain optimum data center by estimating the shape and direction of clustering. The normalized LMS algorithm is used to tune weights. Thus, a self-adaptive RBF neural network with combined clustering algorithm is obtained. The simulation results of function approximation show that the RBF neural network designed has better approximation performance.
基于自适应RBF神经网络的函数逼近与组合聚类算法
由于难以确定隐层节点数和中心,当输入数据量大且复杂时,RBF神经网络的学习速度较慢,泛化能力较弱。提出了一种基于组合聚类的自适应确定RBF神经网络隐层节点数和中心的新方法。本文首先采用减法聚类对数据进行聚类,得到RBF网络的节点数和数据中心的初始值,然后采用GK模糊聚类算法对聚类有效性进行评估,通过估计聚类的形状和方向获得最优数据中心。采用归一化LMS算法对权重进行调优。从而得到了一种结合聚类算法的自适应RBF神经网络。函数逼近的仿真结果表明,所设计的RBF神经网络具有较好的逼近性能。
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