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首页> 外文期刊>Mathematical Problems in Engineering: Theory, Methods and Applications >A Modified Spatiotemporal Mixed-Effects Model for Interpolating Missing Values in Spatiotemporal Observation Data Series
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A Modified Spatiotemporal Mixed-Effects Model for Interpolating Missing Values in Spatiotemporal Observation Data Series

机译:一种改进的时空混合效应模型,用于在时空观测数据系列中插值缺失值

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摘要

Missing values in data series is a common problem in many research and applications. Most of existing interpolation methods are based on spatial or temporal interpolation, without considering the spatiotemporal correlation of observation data, resulting in poor interpolation effect. In this paper, a Modified Spatiotemporal Mixed-Effects (MSTME) model for interpolation of spatiotemporal data series is proposed. Experiments with simulated data and real SCIGN data are performed to assess the validity of the proposed model in comparison with Kriged Kalman Filter (KKF) model and Spatiotemporal Mixed-Effects (STME) model. The average improvements of simulated data and SCIGN data for observed stations are around 46% and 19% over the KKF model and 62% and 21% over the STME model, and those for unobserved stations are around 23% and 34% over the KKF model and 41% and 16% over the STME model, respectively, indicating that the proposed MSTME model can achieve better accuracy for interpolating missing values.
机译:数据系列中的缺失值是许多研究和应用中的常见问题。大多数现有的插值方法基于空间或时间内插,而不考虑观察数据的时空相关性,导致插值效果不佳。本文提出了一种改进的时空混合效应(MSTME)用于插值的时空数据系列的插值。进行模拟数据和实际SCARNA数据的实验,以评估所提出的模型的有效性与Kriged Kalman滤波器(KKF)模型和时空混合效果(STME)模型相比。在KKF模型中,观测站模拟数据和Scign数据的平均改进率约为46%和19%,而STME模型的62%和21%,而且对于KKF模型,这些车站的车站约为23%和34%。 STME模型分别为41%和16%,表明所提出的MSTME模型可以实现更好的内插缺失值的准确性。

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