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Multivariate singular spectrum analysis for traffic time series

机译:交通时间序列多变量奇异频谱分析

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Multivariate singular spectrum analysis (MSSA) is a robust technique to analyze signals without any assumptions of the underlying system. It can decompose the original time series into a set of components, which are recognized as either a trend, periodic or quasi-periodic signal or residual noise. In this paper, this method is utilized to decompose multivariate traffic time series and then reconstruct them. We select proper parameters (window length and the number of eigenvalues) by defining an index and w-correlation matrix. Then we analyze the leading 12 reconstructed components for three detectors and observe that there exists a more detailed period in traffic system. By the reconstruction of original signals and analyzing the residual noise, the patterns for weekdays and weekends are different. (C) 2019 Elsevier B.V. All rights reserved.
机译:多变量奇异频谱分析(MSSA)是一种稳健的技术,用于分析信号而没有底层系统的任何假设。 它可以将原始时间序列分解为一组组件,该组件被识别为趋势,周期性或准周期性信号或残差噪声。 在本文中,利用该方法来分解多变量交通时间序列,然后重建它们。 通过定义索引和W关联矩阵,我们选择适当的参数(窗口长度和特征值的数量)。 然后,我们分析了三个探测器的前导12个重建组件,并观察到交通系统中的更详细时期。 通过重建原始信号并分析残余噪声,平日和周末的模式不同。 (c)2019 Elsevier B.v.保留所有权利。

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