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Robust testing for stationarity in the presence of outliers

机译:在离群值存在的情况下对平稳性进行鲁棒性测试

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Testing the stationarity of stochastic processes is required in a variety of signal processing applications. When dealing with real-world problems, the presence of outliers and impulsive (heavy-tailed) noise causes classical stationarity tests to break down. In this work, a set of robust stationarity tests that are based on a sphericity statistic test (SST) in the frequency domain is proposed. Different possible approaches are investigated and compared to existing robust and non-robust stationarity tests in terms of the receiver operating characteristic (ROC). In addition to extensive simulations, a real-world data example of a malfunctioning window regulator motor, for which the dominant frequencies show a modulating character that results in a non-stationary signal, is investigated. Both for simulated and real-world data, the proposed methods significantly outperform existing approaches.
机译:在多种信号处理应用中,需要测试随机过程的平稳性。当处理现实世界中的问题时,异常值和脉冲(重尾)噪声的存在会导致经典的平稳性测试失效。在这项工作中,提出了一组基于频域中的球形统计测试(SST)的鲁棒平稳性测试。研究了不同的可能方法,并根据接收机的工作特性(ROC)将其与现有的鲁棒性和非鲁棒性平稳性测试进行了比较。除了广泛的仿真之外,还研究了车窗升降器电机故障的实际数据示例,该示例数据的主要频率显示出导致非平稳信号的调制特性。无论对于模拟数据还是现实数据,所提出的方法均明显优于现有方法。

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