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Optimal sampling for spatial prediction of functional data

机译:功能数据空间预测的最佳采样

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This paper combines optimal spatial sampling designs with geostatistical analysis of functional data. We propose a methodology and design criteria to find the set of spatial locations that minimizes the variance of the spatial functional prediction at unsampled sites for three functional predictors: ordinary kriging, simple kriging and simple cokriging. The last one is a modification of an existing predictor that uses ordinary cokriging based on the basis coefficients. Instead, we propose to use a simple cokriging predictor with the scores resulting from a representation of the functional data with the empirical functional principal components, allowing to remove restrictions and complexity of the covariance models and constraints on the estimation procedure. The methodology is applied to a network of air quality in Bogota city, Colombia.
机译:本文将最佳空间采样设计与功能数据的地统计分析相结合。我们提出了一种方法和设计标准来找到一组空间位置,以使三种功能预测变量的未采样位置处的空间功能预测的方差最小化:普通克里金法,简单克里金法和简单共克里金法。最后一个是对现有预测变量的修改,该预测变量基于基本系数使用普通的协同克里格法。相反,我们建议使用简单的cokriging预测变量,其分数来自具有经验功能主成分的函数数据表示,从而消除协方差模型的约束和复杂性以及估计程序的约束。该方法适用于哥伦比亚波哥大市的空气质量网络。

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