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A Novel Method of AOT Evaluation for Change-Point Detection on Synthetic Time-series

机译:合成时间序列变化点检测的AOT评估新方法

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On the basis of the empirical ROC (Receiver Operating Characteristic) analysis, we propose a new AOT (Area out of Triangle) method for evaluating a change-point detection model. In this AOT method, we borrow the conceptions of ROC analysis and take the area out of a triangle formed by TPR (True Positive Rate) and FPR (False Positive rate), as a measurement of the search space during change-point detection on multiple time-series samples. Based on synthetic time-series test groups, the proposed AOT is applied to evaluate the different KS, T and SSA change-point detection models. In terms of AOT and other computation time, hit rate and accuracy measurements, the simulated studies indicate that our AOT can efficiently evaluate the search space for different change-point detection models on the left, middle and right boundaries in test sample groups respectively. Especially, the results suggest that the KS needs much smaller values of search space, computation time, and has much better search capability and search efficiency than T and SSA.
机译:基于经验的ROC(接收器工作特性)分析,我们提出了一种新的AOT(三角形以外的区域)方法来评估变化点检测模型。在这种AOT方法中,我们借鉴了ROC分析的概念,并从TPR(真正率)和FPR(假正率)形成的三角形中提取了面积,作为对多个时间序列样本。基于合成时间序列测试组,将拟议的AOT应用到评估不同的KS,T和SSA变化点检测模型。在AOT和其他计算时间,命中率和准确性测量方面,模拟研究表明,我们的AOT可以有效地评估测试样本组左边界,中边界和右边界上不同变化点检测模型的搜索空间。尤其是,结果表明,与T和SSA相比,KS需要的搜索空间,计算时间要小得多,并且搜索能力和搜索效率要好得多。

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