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Automatic calibration of an ensemble for uncertainty estimation and probabilistic forecast: Application to air quality

机译:用于不确定性估计和概率预测的集合的自动校准:在空气质量中的应用

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This paper addresses the problem of calibrating an ensemble for uncertainty estimation. The calibration method involves (1) a large, automatically generated ensemble, (2) an ensemble score such as the variance of a rank histogram, and (3) the selection based on a combinatorial algorithm of a sub‐ensemble that minimizes the ensemble score. The ensemble scores are the Brier score (for probabilistic forecasts), or derived from the rank histogram or the reliability diagram. These scores allow us to measure the quality of an uncertainty esimation, and the reliability and the resolution of an ensemble. The ensemble is generated on the Polyphemus modeling platform so that the uncertainties in the models’ formulation and their input data can be taken into account. A 101‐member ensemble of ground‐ozone simulations is generated with full chemistry‐transport models run across Europe during the year 2001. This ensemble is evaluated with the aforementioned scores. Several ensemble calibrations are carried out with the different ensemble scores. The calibration makes it possible to build 20‐ to 30‐member ensembles which greatly improves the ensemble scores. The calibrations essentially improve the reliability, while the resolution remains unchanged. The spatial validity of the uncertainty maps is ensured by cross validation. The impact of the number of observations and observation errors is also addressed. Finally, the calibrated ensembles are able to produce accurate probabilistic forecasts and to forecast the uncertainties, even though these uncertainties are found to be strongly time‐dependent.
机译:本文解决了为不确定性估计校准集合的问题。校准方法涉及(1)自动生成的大型整体,(2)整体得分(例如等级直方图的方差),以及(3)基于子整体组合算法的选择,该组合最小化整体得分。整体得分是Brier得分(用于概率预测),或从等级直方图或可靠性图得出。这些分数使我们能够测量不确定性模拟的质量,整体的可靠性和分辨率。该集合是在Polyphemus建模平台上生成的,因此可以考虑模型公式及其输入数据中的不确定性。利用2001年在欧洲运行的完整化学运输模型,生成了101个成员组成的地面臭氧模拟合奏。使用上述得分对该合奏进行评估。使用不同的乐谱得分进行几个乐谱校准。通过校准,可以构建20到30个成员的乐团,从而大大提高了合奏乐谱。校准实质上提高了可靠性,而分辨率保持不变。不确定性图的空间有效性通过交叉验证得以确保。还解决了观察次数和观察误差的影响。最后,即使发现这些不确定性与时间有很大关系,经过校准的合奏也能够产生准确的概率预测并预测不确定性。

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