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On the use of observations in assessment of multi-model climate ensemble

机译:关于将观测值用于多模式气候集合评估中

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The Bayesian weighted averaging (BWA) method is commonly used to integrate over multi-model ensembles of climate series. This method relies on two criteria to assign weights to individual outputs: model skill in reproducing historical observations, and inter-model agreement in simulating future period. Observations are generally thought to be relevant for correcting biases in model outputs in the BWA framework. However, they concurrently may introduce unpredictable impacts in the context of the downscaling process, in particular, when model output on precipitation is of interest. Specifically, the posterior distribution may excessively depend on few 'outlier models' being close to the observation, when all other models fail to capture observation of the historical period-a common situation for precipitation metrics. Another issue emerges for climates with very dry months: the inclusion of observation in BWA may result in a significant spread of the posterior distribution into the negative region. To address these problems, a modified version of the BWA method that removes observations in the initial phase of downscaling (computation of Factors of Change) and adds them in the estimation of posterior distributions is explored in this work. Comparisons of simulation results for the locations of Miami (FL), Fresno (CA), and Flint (MI) between the modified BWA and the traditional BWA demonstrate consistent outcomes with regards to the effect of observation in the Bayesian framework. Further, the modified BWA approach generally reduces uncertainty, as compared to 'simple averaging' in the Bayesian context, which assigns equal weights to all model outputs.
机译:贝叶斯加权平均(BWA)方法通常用于对气候序列的多模型集合进行积分。该方法依靠两个标准为各个输出分配权重:重现历史观测值的模型技巧和模拟未来期间的模型间协议。一般认为,观察结果与纠正BWA框架中模型输出中的偏差有关。但是,在降尺度过程的背景下,尤其是当对降水的模型输出感兴趣时,它们同时会带来不可预测的影响。具体来说,后验分布可能过度依赖于少数“离群模型”与观测值接近,而其他所有模型都无法捕获历史时期的观测值(这是降水量度量的一种常见情况)。干旱月份的气候又出现了另一个问题:将观测值包括在BWA中可能导致后验分布向负区域的显着扩散。为了解决这些问题,在这项工作中,探索了BWA方法的修改版本,该方法删除了降尺度初始阶段(变化因素的计算)中的观测值,并将其添加到后验分布的估计中。修改后的BWA与传统BWA之间的Miami(FL),Fresno(CA)和Flint(MI)位置的模拟结果比较表明,在贝叶斯框架中观测效果方面具有一致的结果。此外,与贝叶斯上下文中的“简单平均”相比,修改后的BWA方法通常会减少不确定性,贝叶斯上下文中的“简单平均”为所有模型输出分配相等的权重。

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