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Design-based Empirical Orthogonal Function Model For Environmental Monitoring Data Analysis

机译:基于设计的环境监测数据经验正交函数模型

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摘要

An empirical orthogonal function (EOF) model is proposed as a prediction method for data collected over space and time. EOF models are widely used in a number of disciplines, including Meteorology and Oceanography. The appealing feature of this model is the advantage of not requiring any assumption for the covariance matrix structure. However, there is a need to account for the errors associated with the spatial and temporal features of the data. This is accomplished by incorporating information from the sampling design, used to establish the network, into the model. The theoretical developments and numerical solutions are presented in the first section of the paper. An application of the model to real data and the results of validation analyses are also presented.
机译:提出了经验正交函数(EOF)模型作为对随时间和空间收集的数据的预测方法。 EOF模型已广泛用于许多学科,包括气象学和海洋学。该模型的吸引人之处在于其优点是不需要对协方差矩阵结构进行任何假设。但是,需要考虑与数据的空间和时间特征相关的误差。这是通过将用于建立网络的抽样设计信息纳入模型来实现的。本文的第一部分介绍了理论发展和数值解。还介绍了该模型对真实数据的应用以及验证分析的结果。

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