二元地统计资料的指数协方差函数比较

Angélica Maria Tortola Ribeiro, Paulo Ribeiro Lins Júnior, W. H. Bonat
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引用次数: 2

摘要

在多变量空间随机域的分析中,必须确定一个协方差结构,以充分地模拟所研究变量之间的关系。我们提出了一个具有指数相关函数的双变量随机域协方差结构,即SEC模型。我们比较了SEC模型与二元可分离指数模型和带约束的二元指数模型的拟合,这是文献中完全二元Matern模型的特殊情况。仿真研究评估了所提出模型的特性。考虑到分析气候数据对预测不利环境条件的重要性,该模型以巴西的一组天气数据为基础。预测措施用于比较所研究的模型。与考虑的模型相比,令人满意的结果和更简单的结构使SEC模型成为二元空间域分析的替代选择。
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COMPARISON OF EXPONENTIAL COVARIANCE FUNCTIONS FOR BIVARIATE GEOSTATISTICAL DATA
In the analysis of multivariate spatial random elds, it is essential to dene a covariance structure that adequately models the relationship between the variables under study. We propose a covariance structure with exponential correlation function for bivariate random elds, the SEC model. We compare the SEC model fits with the bivariate separable exponential model and the bivariate exponential model with constraints, which are particular cases of the full bivariate Matern model, presented in the literature. A simulation study assess characteristics of the proposed model. The model is tted to a weather data set from Brazil, bearing in mind the importance of analyzing climate data to predict adverse environmental conditions. Predictive measures are used to compare the models under study. The satisfactory results compared to the models considered and the simpler structure makes the SEC model an alternative for the analysis of bivariate spatial elds.
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来源期刊
Revista Brasileira de Biometria
Revista Brasileira de Biometria Agricultural and Biological Sciences-Agricultural and Biological Sciences (all)
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53 weeks
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