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Model selection in neural networks: Some difficulties

机译:神经网络中的模型选择:一些困难

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There exist several questions with regard to the selection of a best neural network for a given set of data. One such difficulty is the identification problem wherein there is an inability to replicate weight values for a trained network, and the other is the use of statistical principles in choosing the number of hidden layers and the number of hidden nodes. This paper discusses these two difficulties and presents the conclusions by experimenting on three real data sets. In Section 2, the basic model of a feedforward logistic neural network is presented. In Section 3, some of the strategies employed in model selection are discussed. In Section 4, the Taylor series approach to investigate the neural network is presented. In Section 5, experiments are conducted to compare the networks trained with polytope and back propagation algorithm, networks with single and double hidden layers and networks with logistic activation and hyperbolic tangent activation. The data, implementation issues, results and further implications are presented. The author summarizes two important results and states why the model selection strategies of neural networks still remain inconclusive. (28 refs.)
机译:对于给定数据集的最佳神经网络的选择存在几个问题。这样的困难之一是识别问题,其中不能复制训练网络的权重值,另一个是在选择隐藏层数和隐藏节点数时使用统计原理。本文讨论了这两个困难,并通过对三个真实数据集进行实验来得出结论。在第2节中,介绍了前馈逻辑神经网络的基本模型。在第3节中,讨论了模型选择中使用的一些策略。在第4节中,将介绍研究神经网络的泰勒级数方法。在第5节中,进行了实验,以比较使用多拓扑和反向传播算法训练的网络,具有单层和双层隐藏层的网络以及具有逻辑激活和双曲正切激活的网络。介绍了数据,实施问题,结果和进一步的含义。作者总结了两个重要的结果,并说明了为什么神经网络的模型选择策略仍然没有定论。 (28参考)

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