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首页> 外文期刊>Mathematical Problems in Engineering: Theory, Methods and Applications >Fast Linear Adaptive Skipping Training Algorithm for Training Artificial Neural Network
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Fast Linear Adaptive Skipping Training Algorithm for Training Artificial Neural Network

机译:用于训练人工神经网络的快速线性自适应跳过训练算法

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Artificial neural network has been extensively consumed training model for solving pattern recognition tasks. However, training a very huge training data set using complex neural network necessitates excessively high training time. In this correspondence, a new fast Linear Adaptive Skipping Training (LAST) algorithm for training artificial neural network (ANN) is instituted. The core essence of this paper is to ameliorate the training speed of ANN by exhibiting only the input samples that do not categorize perfectly in the previous epoch which dynamically reducing the number of input samples exhibited to the network at every single epoch without affecting the network’s accuracy. Thus decreasing the size of the training set can reduce the training time, thereby ameliorating the training speed. This LAST algorithm also determines how many epochs the particular input sample has to skip depending upon the successful classification of that input sample. This LAST algorithm can be incorporated into any supervised training algorithms. Experimental result shows that the training speed attained by LAST algorithm is preferably higher than that of other conventional training algorithms.
机译:人工神经网络已广泛用于解决模式识别任务的训练模型。但是,使用复杂的神经网络训练非常庞大的训练数据集需要过长的训练时间。在这种对应关系中,建立了一种新的用于训练人工神经网络(ANN)的快速线性自适应跳跃训练(LAST)算法。本文的核心实质是通过仅展示在前一个时期中分类不完善的输入样本来改善ANN的训练速度,从而动态减少每个单个时期向网络展示的输入样本的数量,而不会影响网络的准确性。因此,减小训练集的大小可以减少训练时间,从而改善训练速度。该LAST算法还根据特定输入样本的成功分类来确定特定输入样本必须跳过多少个时期。可以将此LAST算法合并到任何监督的训练算法中。实验结果表明,通过LAST算法获得的训练速度最好高于其他常规训练算法。

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