Strategies for constructive neural networks and its application to regression models

Jifu Nong
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Abstract

Regression problem is an important application area for neural networks (NNs). Among a large number of existing NN architectures, the feedforward NN (FNN) paradigm is one of the most widely used structures. Although one-hidden-layer feedforward neural networks (OHL-FNNs) have simple structures, they possess interesting representational and learning capabilities. In this paper, we are interested particularly in incremental constructive training of OHL-FNNs. In the proposed incremental constructive training schemes for an OHL-FNN, input-side training and output-side training may be separated in order to reduce the training time. A new technique is proposed to scale the error signal during the constructive learning process to improve the input-side training efficiency and to obtain better generalization performance. Two pruning methods for removing the input-side redundant connections have also been applied. Numerical simulations demonstrate the potential and advantages of the proposed strategies when compared to other existing techniques in the literature.
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构造性神经网络策略及其在回归模型中的应用
回归问题是神经网络的一个重要应用领域。在现有的大量神经网络结构中,前馈神经网络(FNN)范式是应用最广泛的结构之一。单隐层前馈神经网络(ohl - fnn)虽然结构简单,但具有有趣的表征和学习能力。在本文中,我们对ohl - fnn的增量建设性训练特别感兴趣。在提出的OHL-FNN增量建设性训练方案中,可以将输入侧训练和输出侧训练分开,以减少训练时间。为了提高输入端的训练效率和获得更好的泛化性能,提出了一种在构造学习过程中对误差信号进行缩放的新技术。还应用了两种用于去除输入侧冗余连接的修剪方法。数值模拟证明了与文献中其他现有技术相比,所提出的策略的潜力和优势。
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