MCDM-EFS:基于多准则决策的软件缺陷预测集成特征选择新方法

Pub Date : 2023-08-28 DOI:10.3233/idt-230251
Kamaldeep Kaur, Ajay Mahaputra Kumar
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引用次数: 0

摘要

软件缺陷预测模型用于预测高风险的软件组件。特征选择对软件缺陷预测模型的预测性能有重要影响,因为冗余和不重要的特征使预测模型更加难以学习。近年来,集成特征选择作为一种增强特征选择性能的新方法出现。提出了一种基于多准则决策(MCDM)的集成特征选择方法。这种新方法被称为MCDM-EFS。所提出的方法MCDM-EFS首先根据现有的各种特征选择方法生成表示特征重要性得分的决策矩阵。接下来,将决策矩阵用作著名的MCDM方法TOPSIS的输入,为每个特征分配最终排名。通过实验研究验证了该方法在五个开源数据集上使用两个分类器k -最近邻(KNN)和naïve贝叶斯(NB)预测软件缺陷的有效性。将该方法的预测性能与现有的特征选择算法进行了比较。两个评估指标- nMCC和G-measure用于比较预测性能。实验结果表明,与其他特征选择方法相比,MCDM-EFS在nMCC和G-measure方面显著提高了软件缺陷预测模型的预测性能。
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MCDM-EFS: A novel ensemble feature selection method for software defect prediction using multi-criteria decision making
Software defect prediction models are used for predicting high risk software components. Feature selection has significant impact on the prediction performance of the software defect prediction models since redundant and unimportant features make the prediction model more difficult to learn. Ensemble feature selection has recently emerged as a new methodology for enhancing feature selection performance. This paper proposes a new multi-criteria-decision-making (MCDM) based ensemble feature selection (EFS) method. This new method is termed as MCDM-EFS. The proposed method, MCDM-EFS, first generates the decision matrix signifying the feature’s importance score with respect to various existing feature selection methods. Next, the decision matrix is used as the input to well-known MCDM method TOPSIS for assigning a final rank to each feature. The proposed approach is validated by an experimental study for predicting software defects using two classifiers K-nearest neighbor (KNN) and naïve bayes (NB) over five open-source datasets. The predictive performance of the proposed approach is compared with existing feature selection algorithms. Two evaluation metrics – nMCC and G-measure are used to compare predictive performance. The experimental results show that the MCDM-EFS significantly improves the predictive performance of software defect prediction models against other feature selection methods in terms of nMCC as well as G-measure.
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