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Mixture model-based atmospheric air mass classification: a probabilistic view of thermodynamic profiles

机译:基于混合物模型的大气质量分类:热力学曲线的概率视图

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Air mass classification has become an important area in synoptic climatology, simplifying the complexity of the atmosphere by dividing the atmosphere into discrete similar thermodynamic patterns. However, the constant growth of atmospheric databases in both size and complexity implies the need to develop new adaptive classifications. Here, we propose a robust unsupervised and supervised classification methodology of a large thermodynamic dataset, on a global scale and over several years, into discrete air mass groups homogeneous in both temperature and humidity that also provides underlying probability laws. Temperature and humidity at different pressure levels are aggregated into a set of cumulative distribution function (CDF) values instead of classical ones. The method is based on a Gaussian mixture model and uses the expectation–maximization (EM) algorithm to estimate the parameters of the mixture. Spatially gridded thermodynamic profiles come from ECMWF reanalyses spanning the period 2000–2009. Different aspects are investigated, such as the sensitivity of the classification process to both temporal and spatial samplings of the training dataset. Comparisons of the classifications made either by the EM algorithm or by the widely used k-means algorithm show that the former can be viewed as a generalization of the latter. Moreover, the EM algorithm delivers, for each observation, the probabilities of belonging to each class, as well as the associated uncertainty. Finally, a decision tree is proposed as a tool for interpreting the different classes, highlighting the relative importance of temperature and humidity in the classification process.
机译:空气质量分类已成为天气气候学中的一个重要领域,它通过将大气分成离散的相似热力学模式来简化大气的复杂性。但是,大气数据库的规模和复杂性都在不断增长,这意味着需要开发新的自适应分类。在这里,我们提出了一个大型的热力学数据集的健壮的无监督和有监督的分类方法,该方法在全球范围内以及数年内被划分为温度和湿度均一的离散空气质量组,这也提供了潜在的概率定律。将不同压力水平下的温度和湿度汇总到一组累积分布函数(CDF)值中,而不是经典值。该方法基于高斯混合模型,并使用期望最大化(EM)算法来估计混合参数。空间网格热力学曲线来自ECMWF对2000–2009年的重新分析。研究了不同方面,例如分类过程对训练数据集的时间和空间采样的敏感性。通过EM算法或广泛使用的k均值算法对分类进行的比较表明,前者可以看作是后者的概括。此外,EM算法为每个观察结果提供属于每个类别的概率以及相关的不确定性。最后,提出了决策树作为解释不同类别的工具,强调了温度和湿度在分类过程中的相对重要性。

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