半监督数据集异常检测器自动选择的元学习

David Schubert, Pritha Gupta, Marcel Wever
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引用次数: 1

摘要

在异常检测中,一个突出的任务是建立一个模型来识别仅仅基于正常数据学习到的异常。通常,人们感兴趣的是找到一个能够正确识别异常的异常检测器,即不属于正常类的数据点,而不会引发太多的假警报。哪种异常检测器最适合取决于手头的数据集,因此需要量身定制。异常检测器的质量可以通过基于混淆的度量来评估,比如马修斯相关系数(MCC)。然而,由于在训练期间,在半监督设置中只有正常数据可用,因此无法访问这些指标。为了促进异常检测器的自动化机器学习,我们建议采用元学习来预测MCC分数,该分数基于只能用正常数据计算的指标。首先,将超容积和假阳性率作为元特征,得到了令人满意的结果。
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Meta-Learning for Automated Selection of Anomaly Detectors for Semi-Supervised Datasets
In anomaly detection, a prominent task is to induce a model to identify anomalies learned solely based on normal data. Generally, one is interested in finding an anomaly detector that correctly identifies anomalies, i.e., data points that do not belong to the normal class, without raising too many false alarms. Which anomaly detector is best suited depends on the dataset at hand and thus needs to be tailored. The quality of an anomaly detector may be assessed via confusion-based metrics such as the Matthews correlation coefficient (MCC). However, since during training only normal data is available in a semi-supervised setting, such metrics are not accessible. To facilitate automated machine learning for anomaly detectors, we propose to employ meta-learning to predict MCC scores based on metrics that can be computed with normal data only. First promising results can be obtained considering the hypervolume and the false positive rate as meta-features.
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