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Factors Influencing the Performance of Regression-Based Statistical Postprocessing Models for Short-Term Precipitation Forecasts

机译:影响基于回归的统计后处理模型的因素进行短期降水预测

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摘要

Statistical postprocessing models can be used to correct bias and dispersion errors in raw precipitation forecasts from numerical weather prediction models. In this study, we conducted experiments to investigate four factors that influence the performance of regression-based postprocessing models with normalization transformations for short-term precipitation forecasts. The factors are 1) normalization transformations, 2) incorporation of ensemble spread as a predictor in the model, 3) objective function for parameter inference, and 4) two postprocessing schemes, including distributional regression and joint probability models. The experiments on the first three factors are based on variants of a censored regression model with conditional heteroscedasticity (CRCH). For the fourth factor, we compared CRCH as an example of the distributional regression with a joint probability model. The results show that the CRCH with normal quantile transformation (NQT) or power transformation performs better than the CRCH with log-sinh transformation for most of the subbasins in Huai River basin with a subhumid climate. The incorporation of ensemble spread as a predictor in CRCH models can improve forecast skill in our research region at short lead times. The influence of different objective functions (minimum continuous ranked probability score or maximum likelihood) on postprocessed results is limited to a few relatively dry subbasins in the research region. Both the distributional regression and the joint probability models have their advantages, and they are both able to achieve reliable and skillful forecasts.
机译:统计后处理模型可用于校正来自数值天气预报模型的原始降水预测中的偏置和分散误差。在这项研究中,我们进行了实验,以调查一种影响基于回归的后处理模型的性能的四个因素,具有用于短期降水预测的标准化转换。这些因素是1)归一化变换,2)集合作为模型中的预测值掺入,3)参数推理的目标函数,4)两个后处理方案,包括分布回归和联合概率模型。前三个因素的实验基于具有条件异质性(CRCH)的缩丝回归模型的变体。对于第四因素,我们将Crech与联合概率模型进行分布回归的示例。结果表明,具有正常定量转换(NQT)或功率变换的CRCH比CRCH与LOG-SINH转换进行了更好的,用于淮河流域的大多数子酶,具有较外壳的气候。作为CRCH模型中的预测器的集合扩散的融合可以在短时间内提高研究区域的预测技能。不同客观函数(最小连续排名概率得分或最大可能性)对后处理结果的影响仅限于研究区域的几个相对干燥的子比基酶。分布回归和联合概率模型都具有它们的优点,并且它们都能够实现可靠和熟练的预测。

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