计算机科学
径向基函数
趋同(经济学)
自回归模型
一般化
遗传算法
选择(遗传算法)
非线性系统
算法
层次RBF
投影(关系代数)
人工神经网络
选型
过程(计算)
数学优化
人工智能
作者
Qiong-Ying Chen,Huiqin Wei,Jian-Nan Su,Ming-Jian Fu,Guang-Yong Chen
标识
DOI:10.1016/j.asoc.2022.108723
摘要
Radial basis function network-based autoregressive with exogenous input (RBF-ARX) models are useful in nonlinear system modelling and prediction. The identification of RBF-ARX models includes optimization of the (model lags, number of hidden nodes and state vector) and the parameters of the model. Previous works have usually ignored optimizations of the model’s architecture. In this paper, the RBF-ARX architecture, which includes the selection of lags, number of nodes of the RBF network, lag orders and state vector, is encoded into a chromosome and is evolved simultaneously by a genetic algorithm (GA). This combines the advantages of the GA and the variable projection (VP) method to automatically generate a parsimonious RBF-ARX model with a high generalization performance. The highly efficient VP algorithm is used as a local search strategy to accelerate the convergence of the optimization. The experimental results demonstrate the effectiveness of the proposed method. • A hybrid identification algorithm is proposed for the RBF-ARX model. • Take advantages of GA and VP methods to generate an automatic process. • Employ the efficient VP to accelerate the convergence of the optimization process.
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