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Parameter Uncertainty and Sensitivity Evaluation of Copula-Based Multivariate Hydroclimatic Risk Assessment

机译:基于Copula的多变量循环风险风险评估的参数不确定性和敏感性评估

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Extensive uncertainties exist in hydroclimatic risk analysis. Especially in multivariate hydrologic risk inferences, uncertainties in individual hydroclimatic extremes such as floods and their dependence structure may lead to bias and uncertainty in future hydrologic risk predictions. In this study, a parameter uncertainty and sensitivity evaluation (PUSE) framework is proposed to quantify parameter uncertainties and then reveal their contributions to the multivariate hydroclimatic risk predictions. The predictive risks are finally generated by "integrating" the values over the posterior distributions of the parameters. The proposed approach was applied for bivariate risk analysis of compound floods at the Xiangxi River to characterize the concurrence probabilities of flood peaks and volumes. The results demonstrate that the proposed approach can quantify uncertainties in a copula-based multivariate risk analysis and characterize effects and contributions of parameters in marginal and dependence structures on the multivariate hydroclimatic risk predictions. In terms of the bivariate risk for flood peak and volume at the Xiangxi River, uncertainties in model parameters would lead to noticeable uncertainties even for moderate floods. The performances of the copula model for flood peak-volume at Xiangxi River are mainly affected by the uncertainties in location parameters of the two individual flood variables. Also, parameter uncertainty in the dependence structure (i.e., copula) would also poses explicit impacts on performance of the copula-based risk analyses model. These uncertainties would result into higher bivariate predictive risks than the values obtained by "optimal/deterministic" predictions. This indicates that uncertainties are required to be considered to provide reliable multivariate hydroclimatic risk predictions.
机译:循环风险分析中存在广泛的不确定性。特别是在多变量水文风险推理中,诸如洪水及其依赖结构的单个循环极端中的不确定性可能导致未来的水文风险预测中的偏见和不确定性。在本研究中,提出了参数不确定度和灵敏度评估(PUSE)框架来量化参数不确定性,然后揭示他们对多元循环风险预测的贡献。最终通过“集成”参数的后部分布的值来生成预测风险。拟议的方法是在湘西河洪水的一生风险分析中申请,以表征洪水峰和卷的同时概率。结果表明,该方法可以量化基于拷贝的多变量风险分析中的不确定性,并表征边缘循环风险预测中的边缘和依赖结构中的参数的影响和参数的贡献。就湘西河流洪峰和批量的二元风险而言,模型参数的不确定性甚至会导致明显的不确定性,即使是适度的洪水。湘西河洪水峰值泛峰卷的性能主要受到两个单独洪水变量的位置参数的不确定性的影响。此外,依赖结构(即,Copula)中的参数不确定性也会对基于Copula的风险分析模型的性能进行显式影响。这些不确定性将导致更高的双变量预测风险,而不是“最佳/确定性”预测所获得的值。这表明需要不确定性被认为提供可靠的多变量循环风险预测。

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