语境在极端值分析中的重要性,并应用于美国和格陵兰岛的极端温度

IF 1 4区 数学 Q3 STATISTICS & PROBABILITY Journal of the Royal Statistical Society Series C-Applied Statistics Pub Date : 2023-02-16 DOI:10.1093/jrsssc/qlad020
D. Clarkson, E. Eastoe, A. Leeson
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引用次数: 1

摘要

统计极值模式可以在气候变化的情况下估计极端温度事件的频率、大小和时空范围。不幸的是,许多标准方法的假设对于复杂的环境数据集是无效的,一个现实的统计模型需要适当地结合科学背景。我们研究了两个案例研究,其中应用常规极值方法导致不适当的模型和不准确的预测。在第一种情况下,2021年夏季美国经历的破纪录温度被发现超过了根据2021年前数据的标准极值分析预测的最高可行温度。将随机效应纳入标准方法可以解释模式参数的额外变率,反映未观测到的气候驱动因素的变化,并使回归期预测更加准确。第二种情景考察的是格陵兰岛的冰层表面温度。温度分布被发现有一个不明确的上尾,在0℃以下的观察中有一个尖峰,在这个值以上的测量出乎意料地多。与传统的极值方法相比,高斯混合模型对整个测量范围的拟合提高了上尾的拟合和预测能力。
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The importance of context in extreme value analysis with application to extreme temperatures in the USA and Greenland
Statistical extreme value models allow estimation of the frequency, magnitude and spatio-temporal extent of extreme temperature events in the presence of climate change. Unfortunately, the assumptions of many standard methods are not valid for complex environmental data sets, with a realistic statistical model requiring appropriate incorporation of scientific context. We examine two case studies in which the application of routine extreme value methods result in inappropriate models and inaccurate predictions. In the first scenario, record-breaking temperatures experienced in the US in the summer of 2021 are found to exceed the maximum feasible temperature predicted from a standard extreme value analysis of pre-2021 data. Incorporating random effects into the standard methods accounts for additional variability in the model parameters, reflecting shifts in unobserved climatic drivers and permitting greater accuracy in return period prediction. The second scenario examines ice surface temperatures in Greenland. The temperature distribution is found to have a poorly-defined upper tail, with a spike in observations just below 0◦C and an unexpectedly large number of measurements above this value. A Gaussian mixture model fit to the full range of measurements improves fit and predictive abilities in the upper tail when compared to traditional extreme value methods.
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来源期刊
CiteScore
2.50
自引率
0.00%
发文量
76
审稿时长
>12 weeks
期刊介绍: The Journal of the Royal Statistical Society, Series C (Applied Statistics) is a journal of international repute for statisticians both inside and outside the academic world. The journal is concerned with papers which deal with novel solutions to real life statistical problems by adapting or developing methodology, or by demonstrating the proper application of new or existing statistical methods to them. At their heart therefore the papers in the journal are motivated by examples and statistical data of all kinds. The subject-matter covers the whole range of inter-disciplinary fields, e.g. applications in agriculture, genetics, industry, medicine and the physical sciences, and papers on design issues (e.g. in relation to experiments, surveys or observational studies). A deep understanding of statistical methodology is not necessary to appreciate the content. Although papers describing developments in statistical computing driven by practical examples are within its scope, the journal is not concerned with simply numerical illustrations or simulation studies. The emphasis of Series C is on case-studies of statistical analyses in practice.
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