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Biases and Uncertainty in Climate Projections

机译:气候预测中的偏差和不确定性

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We study statistical procedures to quantify uncertainty in multivariate climate projections based on several deterministic climate models. We introduce two different assumptions-called constant bias and constant relation respectively - for extrapolating the substantial additive and multiplicative biases present during the control period to the scenario period. There are also strong indications that the biases in the scenario period are different from the extrapolations from the control period. Including such changes in the statistical models leads to an identifiability problem that we solve in a frequentist analysis using a zero sum side condition and in a Bayesian analysis using informative priors. The Bayesian analysis provides estimates of the uncertainty in the parameter estimates and takes this uncertainty into account for the predictive distributions. We illustrate the method by analysing projections of seasonal temperature and precipitation in the Alpine region from five regional climate models in the PRUDENCE project.
机译:我们研究基于几种确定性气候模型的统计程序,以量化多元气候预测中的不确定性。我们引入了两种不同的假设,分别称为恒定偏差和恒定关系-用于将控制期内存在的大量加性和乘性偏差推算到场景期。也有很强的迹象表明,方案周期中的偏差与控制周期中的外推是不同的。在统计模型中包含此类更改会导致可识别性问题,我们将在使用零和边条件的频度分析中以及在使用先验信息的贝叶斯分析中解决该问题。贝叶斯分析在参数估计中提供不确定性的估计,并在预测分布中考虑该不确定性。我们通过从PRUDENCE项目的五个区域气候模型中分析阿尔卑斯地区季节性温度和降水的预测来说明该方法。

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