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Space-time autoregressive estimation and prediction with missing data based on Kalman filtering

机译:基于卡尔曼滤波的缺失数据时空自回归估计与预测

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We propose a Kalman filter algorithm to provide a formal statistical analysis of space-time data with an autoregressive structure in time. The Kalman filter technique allows to capture the temporal dependence as well as the spatial correlation structure through state-space equations, and it is aimed to perform statistical inference in terms of parameter estimation and prediction at unobserved locations. We thus develop space-time estimation and prediction methods in the presence of missing data, through the Kalman filter, in order to obtain accurate estimates of model parameters and reliable space-time predictions. Our findings are illustrated through an application on daily air temperatures in some regions of southern Chile, where the dataset shows a number of missing data in many locations.
机译:我们提出了一种卡尔曼滤波器算法,以便及时提供自回归结构的时空数据的正式统计分析。卡尔曼滤波器技术允许通过状态空间方程捕获时间依赖性以及空间相关结构,并且旨在对在未观察位置的参数估计和预测方面执行统计推断。因此,我们通过卡尔曼滤波器在存在缺失数据的情况下开发时空估计和预测方法,以便获得对模型参数和可靠的时空预测的准确估计。我们的调查结果通过应用于智利南部某些地区的日常空气温度,数据集在许多地方显示了许多缺失的数据。

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