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Selection between the generalized Pareto and kappa distributions in peaks-over-threshold hydrological frequency modelling

机译:跨阈值水文频率模拟中的广义帕累托和kappa分布之间的选择

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摘要

Hydrologists use the generalized Pareto (GP) distribution in peaks-over-threshold (POT) modelling of extremes. A model with similar uses is the two-parameter kappa (KAP) distribution. KAP has had fewer hydrological applications than GP, but some studies have shown it to merit wider use. The problem of choosing between GP and KAP arises quite often in frequency analyses. This study, by comparing some discrimination methods between these two models, aims to show which method(s) is (are) recommended. Three specific methods are considered: one uses the Anderson-Darling goodness-of-fit (GoF) statistic, another uses the ratio of maximized likelihood (closely related to the Akaike information criterion and the Bayesian information criterion), and the third employs a normality transformation followed by application of the Shapiro-Wilk statistic. We show this last method to be the most recommendable, due to its advantages with sizes typically encountered in hydrology. We apply the simulation results to some flood POT datasets.
机译:水文学家在极端情况下的峰峰值(POT)模型中使用广义Pareto(GP)分布。具有类似用途的模型是两参数kappa(KAP)分布。 KAP在水文方面的应用少于GP,但一些研究表明它值得广泛使用。在GP和KAP之间进行选择的问题在频率分析中经常出现。通过比较这两个模型之间的一些判别方法,本研究旨在表明建议使用哪种方法。考虑了三种特定的方法:一种使用Anderson-Darling拟合优度(GoF)统计量,另一种使用最大似然比(与Akaike信息准则和Bayes信息准则密切相关),第三种使用正态性转换,然后应用Shapiro-Wilk统计量。我们显示出最后一种方法是最可取的,因为它具有水文中通常遇到的尺寸优势。我们将模拟结果应用于一些洪水POT数据集。

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