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Application of global-extreme-learning to law-discovery neural networks

机译:全局极限学习在法律发现神经网络中的应用

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The problem of improving efficiency of training special-type neural networks (SNN) used to create symbolic description of rules governing a set of empirical data is considered. Values of the description parameters are determined by the network training. Difficulties with the SNN learning appear mainly due to a great number of local minima encountered in this process. The learning methods we applied so far were based on a modified version the Back Propagation algorithm called BP-CM-BFGS. It turned out, however, that this approach is not always effective, especially when the number of input variables of the SNN increases. In this paper, we propose to use as training technique an evaluation algorithm called Differential Evolution (DE). To illustrate effectiveness of this technique we present results of learning a reciprocal-function-based SNN [15] implementing a fifth order polynomial.
机译:考虑了提高训练特殊神经网络(SNN)的效率的问题,该神经网络用于创建管理一组经验数据的规则的符号描述。描述参数的值由网络训练确定。 SNN学习的困难主要是由于在此过程中遇到了大量局部最小值。到目前为止,我们采用的学习方法是基于一种称为BP-CM-BFGS的改进版反向传播算法。然而,事实证明,这种方法并不总是有效,特别是当SNN的输入变量数量增加时。在本文中,我们建议使用一种称为差分进化(DE)的评估算法作为训练技术。为了说明该技术的有效性,我们介绍了学习基于倒数函数的SNN [15]并实现五阶多项式的结果。

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