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Statistical Methods for Extreme Event Attribution in Climate Science
Annual Review of Statistics and Its Application ( IF 7.4 ) Pub Date : 2020-03-09 , DOI: 10.1146/annurev-statistics-031219-041314
Philippe Naveau 1 , Alexis Hannart 2 , Aurélien Ribes 3
Affiliation  

Changes in the Earth's climate have been increasingly observed. Assessing the likelihood that each of these changes has been caused by human influence is important for decision making on mitigation and adaptation policy. Because of their large societal and economic impacts, extreme events have garnered much media attention—have they become more frequent and more intense, and if so, why? To answer such questions, extreme event attribution (EEA) tries to estimate extreme event likelihoods under different scenarios. Over the past decade, statistical methods and experimental designs based on numerical models have been developed, tested, and applied. In this article, we review the basic probability schemes, inference techniques, and statistical hypotheses used in EEA. To implement EEA analysis, the climate community relies on the use of large ensembles of climate model runs. We discuss, from a statistical perspective, how extreme value theory could help to deal with the different modeling uncertainties. In terms of interpretation, we stress that causal counterfactual theory offers an elegant framework that clarifies the design of event attributions. Finally, we pinpoint some remaining statistical challenges, including the choice of the appropriate spatio-temporal scales to enhance attribution power, the modeling of concomitant extreme events in a multivariate context, and the coupling of multi-ensemble and observational uncertainties.

中文翻译:


气候科学中极端事件归因的统计方法

人们日益观察到地球气候的变化。评估这些变化中的每一个都是由人为影响引起的可能性,对于制定缓解和适应政策的决策很重要。由于其对社会和经济的巨大影响,极端事件已经引起了媒体的广泛关注-它们是否变得更加频繁和激烈,如果是这样,为什么?为了回答这些问题,极端事件归因(EEA)试图估计不同情况下的极端事件可能性。在过去的十年中,已经开发,测试和应用了基于数值模型的统计方法和实验设计。在本文中,我们回顾了EEA中使用的基本概率方案,推理技术和统计假设。要实施EEA分析,气候社区依赖使用大型的气候模型运行集合。我们从统计学的角度讨论极值理论如何帮助应对各种建模不确定性。在解释方面,我们强调因果反事实理论提供了一个优雅的框架,阐明了事件归因的设计。最后,我们指出了一些尚存的统计挑战,包括选择适当的时空尺度以增强归因力,在多变量情况下对伴随的极端事件进行建模以及将多集合和观测不确定性耦合。我们强调因果反事实理论提供了一个优雅的框架,阐明了事件归因的设计。最后,我们指出了一些尚存的统计挑战,包括选择适当的时空尺度以增强归因力,在多变量情况下对伴随的极端事件进行建模以及将多集合和观测不确定性耦合。我们强调因果反事实理论提供了一个优雅的框架,阐明了事件归因的设计。最后,我们指出了一些尚存的统计挑战,包括选择适当的时空尺度以增强归因力,在多变量情况下对伴随的极端事件进行建模以及将多集合和观测不确定性耦合。

更新日期:2020-03-09
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