关于最优隐节点数的预测

Alan J. Thomas, M. Petridis, S. Walters, Saeed Malekshahi Gheytassi, R. Morgan
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引用次数: 31

摘要

确定隐藏节点的最优数量是人工神经网络设计中最具挑战性的一个方面。到目前为止,仍然没有可靠的方法来先验地确定这一点,因为它取决于许多特定于领域的因素。目前考虑到这些因素的方法,如穷举搜索、生长和修剪以及进化算法不仅不精确,而且非常耗时——在某些情况下令人难以置信。介绍了一种体现在启发式系统中的新方法。这可以从少量拓扑样本中快速预测隐藏节点的最佳数量。它可以配置为支持速度(低复杂性)、准确性或两者之间的平衡。单隐层前馈网络(slfn)的构建速度可以提高20倍,并且泛化误差比穷举搜索的结果只高出0.4%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
On Predicting the Optimal Number of Hidden Nodes
Determining the optimal number of hidden nodes is the most challenging aspect of Artificial Neural Network (ANN) design. To date, there are still no reliable methods of determining this a priori, as it depends on so many domain-specific factors. Current methods which take these into account, such as exhaustive search, growing and pruning and evolutionary algorithms are not only inexact, but also extremely time consuming -- in some cases prohibitively so. A novel approach embodied in a system called Heurix is introduced. This rapidly predicts the optimal number of hidden nodes from a small number of sample topologies. It can be configured to favour speed (low complexity), accuracy, or a balance between the two. Single hidden layer feedforward networks (SLFNs) can be built twenty times faster, and with a generalisation error of as little as 0.4% greater than those found by exhaustive search.
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