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Robust Training of Radial Basis Function Neural Networks

机译:径向基函数神经网络的鲁棒训练

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Radial basis function (RBF) neural networks represent established machine learning tool with various interesting applications to nonlinear regression modeling. However, their performance may be substantially influenced by outlying measurements (outliers). Promising modifications of RBF network training have been available for the classification of data contaminated by outliers, but there remains a gap of robust training of RBF networks in the regression context. A novel robust approach based on backward subsample selection (i.e. instance selection) is proposed and presented in this paper, which searches sequentially for the most reliable subset of observations and finally performs outlier deletion. The novel approach is investigated in numerical experiments and is also applied to robustify a multilayer perceptron. The results on data containing outliers reveal the improved performance compared to conventional approaches.
机译:径向基函数(RBF)神经网络代表了已建立的机器学习工具,在非线性回归建模中具有各种有趣的应用。但是,它们的性能可能会受到外部测量值(异常值)的很大影响。已经对RBF网络训练进行了有希望的修改,以用于对离群值污染的数据进行分类,但是在回归上下文中仍然存在对RBF网络进行鲁棒训练的差距。提出并提出了一种基于后向子样本选择(即实例选择)的新颖鲁棒方法,该方法依次搜索最可靠的观测子集并最终执行离群值删除。在数值实验中研究了这种新方法,并将其应用于加固多层感知器。与常规方法相比,包含异常值的数据结果显示出改进的性能。

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