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Choosing suitable linear coregionalization models for spatio-temporal data

机译:为时空数据选择合适的线性共分区模型

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摘要

In multivariate spatio-temporal Geostatistics, direct and cross-correlations among the variables of interest are measured by the matrix-valued covariance function. In this paper, a new and complete procedure useful for selecting an appropriate spatio-temporal linear coregionalization model (ST-LCM) with suitable models for the basic components is proposed. Thus, after detecting the spatio-temporal correlation of the latent components, through simultaneous diagonalization of the sample covariance matrices, some essential characteristics of each component are tested so that an aware choice for basic covariance models can be made. In the literature, some statistical tests to assess separability and symmetry of the covariance matrix, as well as the adequacy of the LCM were proposed; however in this paper further aspects on the basic components are investigated. All steps of the proposed procedure for analyzing and modeling the components of an ST-LCM are discussed in a case study where a very large spatio-temporal data set, concerning two environmental variables, is considered.
机译:在多元时空地统计学中,感兴趣变量之间的直接和互相关通过矩阵值协方差函数进行度量。在本文中,提出了一个新的完整程序,可用于选择一个合适的时空线性共区域化模型(ST-LCM),并为基本组件选择合适的模型。因此,在检测到潜在分量的时空相关性之后,通过样本协方差矩阵的同时对角化,对每个分量的一些基本特征进行了测试,从而可以做出基本协方差模型的明智选择。在文献中,提出了一些统计检验来评估协方差矩阵的可分离性和对称性以及LCM的适当性。然而,在本文中,对基本组件的其他方面进行了研究。在案例研究中讨论了拟议的用于分析和建模ST-LCM组件的过程的所有步骤,其中考虑了涉及两个环境变量的非常大的时空数据集。

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