前馈神经网络最小结构的时间约束优化方法

Teck-Sun Tan, G. Huang
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引用次数: 3

摘要

黄,et al .(1996, 2002)提出的架构选择算法称为SEDNN找到最低架构前馈神经网络基于黄金分割搜索方法和上界隐藏神经元的数量,所黄黄(2002)和et al。(1998),2 / spl·拉迪奇/ ((m + 2) N)或两层前馈网络为单层前馈网络(TLFN)和N (SLFN),其中N是训练样本的数量和m输出神经元的数量。SEDNN算法在允许执行算法的时间是无限的假设下工作得很好。本文提出了一种类似于SEDNN的算法,但增加了一个时间因子,以满足需要在指定时间段内得到结果的应用。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Time constrain optimal method to find the minimum architectures for feedforward neural networks
Huang, et al. (1996, 2002) proposed architecture selection algorithm called SEDNN to find the minimum architectures for feedforward neural networks based on the Golden section search method and the upper bounds on the number of hidden neurons, as stated in Huang (2002) and Huang et al. (1998), to be 2/spl radic/((m + 2)N) or two layered feedforward network (TLFN) and N for single layer feedforward network (SLFN) where N is the number of training samples and m is the number of output neurons. The SEDNN algorithm worked well with the assumption that time allowed for the execution of the algorithm is infinite. This paper proposed an algorithm similar to the SEDNN, but with an added time factor to cater for applications that requires results within a specified period of time.
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