库苏姆
非参数统计
变更检测
统计
样本量测定
统计的
数学
样品(材料)
计量经济学
计算机科学
人工智能
化学
色谱法
作者
Changrang Zhou,Ronald van Nooijen,Alla Kolechkina,Markus Hrachowitz
标识
DOI:10.1080/02626667.2019.1669792
摘要
Several commonly-used nonparametric change-point detection methods are analysed in terms of power, ability and accuracy of the estimated change-point location. The analysis is performed with synthetic data for different sample sizes, two types of change and different magnitudes of change. The methods studied are the Pettitt method, a method based on the Cramér von Mises (CvM) two-sample test statistic and a variant of the CUSUM method. The methods differ considerably in behaviour. For all methods the spread of estimated change-point location increases significantly for points near one of the ends of the sample. Series of annual maximum runoff for four stations on the Yangtze River in China are used to examine the performance of the methods on real data. It was found that the CvM-based test gave the best results, but all three methods suffer from bias and low detection rates for change points near the ends of the series.
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