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Hidden neuron pruning of multilayer perceptrons using a quantified sensitivity measure

机译:使用量化的灵敏度度量对多层感知器进行隐藏的神经元修剪

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摘要

In the design of neural networks, how to choose the proper size of a network for a given task is an important and practical problem. One popular approach to tackling this problem is to start with an oversized network and then prune it to a smaller size so as to achieve less computational complexity and better performance in generalization. This paper presents a pruning technique, by means of a quantified sensitivity measure, to remove as many neurons as possible, those with the least relevance, from the hidden layer of a multilayer perceptron (MLP). The sensitivity of an individual neuron is defined as the expectation of its output deviation due to expected input deviation with respect to overall inputs from a continuous interval, and the relevance of the neuron is defined as the multiplication of its sensitivity value by the summation of the absolute values of its outgoing weights. The basic idea for introducing such a relevance measure is that a neuron with less relevance ought to have less effect on its succeeding neurons and thus contribute less to the entire network. The pruning is performed by iteratively training a network to a certain performance criterion and then removing the hidden neuron with the lowest relevance value until no one can further be removed. The pruning technique is novel in its quantified sensitivity measure and so is its relevance measure. Experimental results demonstrate the effectiveness of the pruning technique.
机译:在神经网络的设计中,如何为给定任务选择合适的网络大小是一个重要且实际的问题。解决此问题的一种流行方法是从超大型网络开始,然后将其修剪成较小的尺寸,以实现更少的计算复杂度和更佳的泛化性能。本文提出了一种修剪技术,该技术通过定量敏感度测量从多层感知器(MLP)的隐藏层中删除尽可能多的神经元,这些神经元的相关性最低。单个神经元的灵敏度定义为由于来自连续间隔的相对于整体输入的预期输入偏差导致的输出偏差的期望,而神经元的相关性定义为其灵敏度值乘以神经元的总和。传出权重的绝对值。引入这种相关性度量的基本思想是,相关性较低的神经元对其后继神经元的影响应较小,因此对整个网络的贡献较小。修剪是通过迭代地将网络训练到某个性能标准,然后删除具有最低相关性值的隐藏神经元,直到无法进一步删除为止。修剪技术的量化敏感性度量是新颖的,其相关性度量也是如此。实验结果证明了修剪技术的有效性。

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