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How complex climate networks complement eigen techniques for the statistical analysis of climatological data

机译:复杂的气候网络如何补充气候数据统计分析的特征技术

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摘要

Eigen techniques such as empirical orthogonal function (EOF) or coupled pattern (CP)/maximum covariance analysis have been frequently used for detecting patterns in multivariate climatological data sets. Recently, statistical methods originating from the theory of complex networks have been employed for the very same purpose of spatio-temporal analysis. This climate network (CN) analysis is usually based on the same set of similarity matrices as is used in classical EOF or CP analysis, e.g., the correlation matrix of a single climatological field or the cross-correlation matrix between two distinct climatological fields. In this study, formal relationships as well as conceptual differences between both eigen and network approaches are derived and illustrated using global precipitation, evaporation and surface air temperature data sets. These results allow us to pinpoint that CN analysis can complement classical eigen techniques and provides additional information on the higher-order structure of statistical interrelationships in climatological data. Hence, CNs are a valuable supplement to the statistical toolbox of the climatologist, particularly for making sense out of very large data sets such as those generated by satellite observations and climate model intercomparison exercises.
机译:特征技术(例如经验正交函数(EOF)或耦合模式(CP)/最大协方差分析)已经常用于检测多元气候数据集中的模式。最近,出于时空分析的相同目的,已经采用了源自复杂网络理论的统计方法。这种气候网络(CN)分析通常基于与经典EOF或CP分析中使用的相同的相似性矩阵集,例如单个气候场的相关矩阵或两个不同气候场之间的互相关矩阵。在这项研究中,本征和网络方法之间的形式关系以及概念上的差异是通过使用全球降水,蒸发和地表气温数据集得出和说明的。这些结果使我们能够确定CN分析可以补充经典特征技术,并提供有关气候数据中统计相互关系的高阶结构的其他信息。因此,CN是气候学家统计工具箱的宝贵补充,特别是对于从非常大的数据集(例如由卫星观测和气候模型比对演习生成的数据集)中变得有意义而言。

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