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Unsupervised software defect prediction using signed Laplacian-based spectral classifier

机译:使用签名的基于Laplacian的谱分类器的无监督软件缺陷预测

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摘要

The lack of training dataset availability is the most popular issue in the software defect prediction, especially when dealing with new project development. Adopting training dataset from other software projects probably will not be the best solution because of the software metrics heterogeneity issues across projects. Unsupervised approaches have been proposed to address this issue, where the software prediction model is built without training dataset. Spectral classifier is one of these unsupervised approaches that has been applied successfully to address the lack of training dataset. However, this method leaves an issue when the dataset does not meet the requirement of nonnegative Laplacian assumption. This case would be occurred if there were nonnegative values of the adjacency matrix. It is well known that spectral classifier works with the Laplacian matrix, where the Laplacian matrix is constructed by adjacency matrix. In this paper, the signed Laplacian-based spectral classifier is proposed to solve the negative values problem in the adjacency matrix by converting the negative values into absolute values. The experimental results show that the proposed method could improve the performance of unsupervised classifiers compared to the unsigned Laplacian-based spectral classifier method. Hence, the proposed method is strongly suggested as unsupervised software defects prediction for the software projects that have no historical software dataset.
机译:缺乏培训数据集可用性是软件缺陷预测中最受欢迎的问题,特别是在处理新项目开发时。采用来自其他软件项目的培训数据集可能不会是最好的解决方案,因为项目的软件度量异质性问题。已提出未经监督的方法来解决此问题,其中软件预测模型在没有训练数据集的情况下建立。频谱分类器是已成功应用以解决缺乏培训数据集的无监督方法之一。但是,当数据集不符合非负拉普拉斯假设的要求时,这种方法留下了问题。如果存在邻接矩阵的非负值,将发生这种情况。众所周知,光谱分级器适用于拉普拉斯矩阵,其中拉普拉斯矩阵由邻接矩阵构成。本文通过将负值转换为绝对值,提出了基于Laplacian的谱分类器来解决邻接矩阵中的负值问题。实验结果表明,与无符号拉普拉斯的谱分类器方法相比,该方法可以提高无监督分类器的性能。因此,强烈建议所提出的方法作为没有历史软件数据集的软件项目的无监督软件缺陷预测。

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