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首页> 外文期刊>Neural processing letters >An Efficient Over-sampling Approach Based on Mean Square Error Back-propagation for Dealing with the Multi-class Imbalance Problem
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An Efficient Over-sampling Approach Based on Mean Square Error Back-propagation for Dealing with the Multi-class Imbalance Problem

机译:一种基于均方误差反向传播的有效过采样方法,用于处理多类不平衡问题

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In this paper a new dynamic over-sampling method is proposed, it is a hybrid method that combines a well known over-sampling technique (SMOTE) with the sequential back-propagation algorithm. The method is based on the back-propagation mean square error (MSE) for automatically identifying the over-sampling rate, i.e., it allows only the use of necessary training samples for dealing with the class imbalance problem and avoiding to increase excessively the (neural networks) NN training time. The main aim of the proposed method is to obtain a trade-off between NN classification performance and NN training time on scenarios where the training data set represents a multi-class classification problem, it is high imbalanced and it might request a large NN training time. Experimental results on fifteen multi-class imbalanced data sets show that the proposed method is promising.
机译:本文提出了一种新的动态过采样方法,该方法是一种将众所周知的过采样技术(SMOTE)与顺序反向传播算法相结合的混合方法。该方法基于反向传播均方误差(MSE),用于自动识别过采样率,即,它仅允许使用必要的训练样本来处理类不平衡问题,并避免过度增加(neural网络)的NN训练时间。该方法的主要目的是在训练数据集代表多类别分类问题,高度不平衡且可能要求较长的NN训练时间的情况下,在NN分类性能和NN训练时间之间进行权衡。 。在15个多类不平衡数据集上的实验结果表明,该方法是有前途的。

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