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Decomposition of the Multi-Dimensional Time Series Identification Problem

机译:多维时间序列识别问题的分解

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摘要

The mathematical model of shaping filter is constructed for a stationary multidimensional time series. The identification procedure is simplified by dividing into several steps: each step results in a multidimensional filter such that the autocovariance generating function of the transformed time series has nonzero entries in only one row, one column and in the main diagonal. This decomposition allows to construct adequat models containing relatively small number of estimated parameters. The reasonable parametrizaion, in turn, contributes to the better quality of the model due to the better statistical accuracy of the parameter estimations.
机译:针对固定的多维时间序列构建了整形滤波器的数学模型。通过分成几步来简化识别过程:每个步骤都会生成一个多维过滤器,这样变换后的时间序列的自协方差生成函数仅在一行,一列和主对角线上具有非零条目。这种分解允许构建包含相对少量估计参数的适当模型。由于参数估计的统计精度更高,因此合理的参数设置有助于提高模型的质量。

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