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首页> 外文期刊>Bulletin of the Seismological Society of America >Comment on 'The Maximum Possible and the Maximum Expected Earthquake Magnitude for Production-Induced Earthquakes at the Gas Field in Groningen, The Netherlands' by Gert Zoller and Matthias Holschneider
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Comment on 'The Maximum Possible and the Maximum Expected Earthquake Magnitude for Production-Induced Earthquakes at the Gas Field in Groningen, The Netherlands' by Gert Zoller and Matthias Holschneider

机译:评论“在Gertzoller和Matthias Holschneider的格罗宁根Groningen的Groningen Groningen的天然气场的最大可能和最大预期地震级别”

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Zoller and Holschneider (2016) focused on distribution of the earthquake maximum magnitude of the gas field in Groningen, The Netherlands, and applied the predictive distribution. They incorrectly used the term Bayesian posterior probability density function because it is a term of the Bayesian parameter inference and not for the predictive distribution of a random variable. As explained here, the approach of the predictive distribution can be applied on Bayesian and frequentist inference. However, it is not a useful and stable approach. The original intention of the approach was a model test and not an actual prediction. The authors did not use the approach consequently because they did not consider the uncertainty of all parameters. Besides, the distribution of the maximum magnitude does not include more information than the magnitude frequency function (Gutenberg- Richter relation). Additionally, the state-of-the-art of mathematical statistics includes more methods for the upper bound magnitude (maximum possible earthquake magnitude), than considered by Zoller and Holschneider (2016). Uncertainty quantification is possible for these estimators, in contrast to the statement of the authors. At the end of their analysis, they used the 90% percentile (confidence level) as point estimation for the upper bound magnitude. The selection of 90% is debatable. The most recent point estimation of Beirlant et al. (2017) for the upper bound leads to a distribution of themaximum earthquake magnitude which is very different from the results of Zoller and Holschneider (2016).
机译:Zoller和Holschneider(2016年)专注于格罗宁根,荷兰格雷宁根的地震最大程度的分布,并应用预测分布。它们错误地使用了贝叶斯后概率密度的术语,因为它是贝叶斯参数推断的术语,而不是用于随机变量的预测分布。如此,可以应用预测分配的方法,可以应用于贝叶斯和频率推断。但是,这不是一种有用和稳定的方法。该方法的初衷是模型测试,而不是实际预测。作者没有使用这种方法,因为他们没有考虑所有参数的不确定性。此外,最大幅度的分布不包括比幅度频率函数的更多信息(Gutenberg-Rictter关系)。另外,数学统计的最新技术包括比Zoller和Holschneider(2016)考虑的上限幅度(最大可能的地震幅度)的更多方法。与作者的陈述相比,这些估算者可以进行不确定性量化。在分析结束时,它们使用90%百分位数(置信水平)作为上限幅度的点估计。选择90%是值得简言的。贝兰特等人最近的点估计。 (2017年)对于上限导致对Zoller和Holschneider(2016)的结果非常不同的临时地震幅度的分布。

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