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首页> 外文期刊>Engineering Applications of Artificial Intelligence >Combined weighted multi-objective optimizer for instance reduction in two-class imbalanced data problem
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Combined weighted multi-objective optimizer for instance reduction in two-class imbalanced data problem

机译:组合加权多目标优化器用于减少两类不平衡数据问题

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摘要

Instance reduction from class-balanced data has been investigated in much research. However, there is a lack of studies on class-imbalanced data. Learning from imbalanced data lately has attracted a lot of attention due to the practical applications. In the case of two-class imbalanced data, the instances from one class, majority class, are more numerous than the instances from the other class, which is a minority class. The present paper aims to introduce a new instance reduction method that preserves between-class distributions in the balanced data and handles minority class instance reduction in two-class imbalanced data, efficiently. The proposed method solves the instance reduction issue from an unconstrained multi-objective optimization problem aspect. Accordingly, a new combined weighted optimizer is designed. By employing the chaotic krill herd evolutionary algorithm, both the minority and majority class spaces with the accelerated convergence are explored. Through this method, the original data set is purged of those instances that decrease accuracy, and Gmean. The performance has been evaluated on both imbalanced and balanced data sets collected from the UCI repository by the 10-fold cross-validation method. Evaluations show that the proposed method outperforms state-of-the-art methods in terms of classification accuracy, Gmean, reduction rates, and computational time.
机译:在许多研究中已经研究了从类平衡数据中减少实例。但是,缺乏关于班级不平衡数据的研究。由于实际应用,最近从不平衡数据中进行学习引起了很多关注。对于两类不平衡数据,来自一类(多数类)的实例比来自另一类(少数类)的实例更多。本文旨在介绍一种新的实例约简方法,该方法可保留平衡数据中的类间分布并有效处理两类不平衡数据中的少数类实例。所提出的方法从无约束的多目标优化问题的角度解决了实例约简问题。因此,设计了一种新的组合加权优化器。通过采用混沌磷虾群进化算法,探索了具有加速收敛性的少数类和多数类空间。通过这种方法,将清除那些降低准确性和Gmean的实例的原始数据集。已通过10倍交叉验证方法对从UCI存储库收集的不平衡和平衡数据集进行了性能评估。评估表明,在分类精度,Gmean,减少率和计算时间方面,该方法优于最新方法。

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