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Copula joint function and its application in probability seismic hazard analysis

机译:Copula联合函数及其在概率地震灾害分析中的应用

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摘要

A mature mathematical technique called copula joint function is introduced in this paper, which is commonly used in the financial risk analysis to estimate uncertainty. The joint function is generalized to the n-dimensional Frank's cop-ula. In addition, we adopt two attenuation models proposed by YU and Boore et al, respectively, and construct a two-dimensional copula joint probabilistic function as an example to illustrate the uncertainty treatment at low prob- ability. The results show that copula joint function gives us a better prediction of peak ground motion than that resul-tam from the simple linear weight technique which is commonly used in the traditional logic-tree treatment of model uncertainties. In light of widespread application in the risk analysis from financial investment to insurance assessment, we believe that the copula-based technique will have a potential application in the seismic hazard analysis.
机译:本文介绍了一种成熟的称为copula联合函数的数学技术,该技术通常在金融风险分析中用于估计不确定性。联合函数被推广到n维弗兰克的对数。此外,我们分别采用YU和Boore等人提出的两个衰减模型,并以二维copula联合概率函数为例,说明了低概率下的不确定性处理。结果表明,与简单的线性权重技术(通常用于模型不确定性的传统逻辑树处理中)相比,copula联合函数比resul-tam能够更好地预测峰值地面运动。鉴于从金融投资到保险评估的风险分析中的广泛应用,我们相信基于copula的技术将在地震危险性分析中具有潜在的应用。

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