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A Study of Objective Prediction for Summer Precipitation Patterns Over Eastern China Based on a Multinomial Logistic Regression Model

机译:基于多项式Lo​​gistic回归模型的中国东部夏季降水模式的客观预测研究

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摘要

The prediction of summer precipitation patterns (PPs) over eastern China is an important and topical issue in China. Predictors that are selected based on historical information may not be suitable for the future due to non-stationary relationships between summer precipitations and corresponding predictors, and might induce the instability of prediction models, especially in cases with few predictors. This study aims to investigate how to learn as much information as possible from various and numerous predictors reflecting different climate conditions. An objective prediction method based on the multinomial logistic regression (MLR) model is proposed to facilitate the study. The predictors are objectively selected from a machine learning perspective. The effectiveness of the objective prediction model is assessed by considering the influence of collinearity and number of predictors. The prediction accuracy is found to be comparable to traditionally estimated predictability, ranging between 0.6 and 0.7. The objective prediction model is capable of learning the intrinsic structure of the predictors, and is significantly superior to the prediction model with randomly-selected predictors and the single best predictor. A robust prediction can be generally obtained by learning information from plenty of predictors, although the most effective model may be constructed with fewer predictors through proper methods of predictor selection. In addition, the effectiveness of objective prediction is found to generally improve as observation increases, highlighting its potential for improvement during application as time passes.
机译:在中国东部地区,夏季降水模式的预测是一个重要的话题。基于历史信息选择的预测变量可能由于夏季降水与相应预测变量之间的不稳定关系而不适用于未来,并且可能会导致预测模型的不稳定,尤其是在预测变量很少的情况下。这项研究旨在调查如何从反映不同气候条件的各种预测因素中尽可能多地学习信息。提出了一种基于多项式逻辑回归模型的客观预测方法,以方便研究。从机器学习的角度客观地选择预测变量。通过考虑共线性和预测变量数量的影响来评估客观预测模型的有效性。发现预测精度与传统估计的可预测性相当,范围在0.6到0.7之间。客观预测模型能够学习预测变量的内在结构,并且明显优于具有随机选择的预测变量和单个最佳预测变量的预测模型。尽管可以通过适当的预测变量选择方法以较少的预测变量来构建最有效的模型,但是通常可以通过从大量预测变量中学习信息来获得可靠的预测。此外,发现客观预测的有效性通常随观察值的增加而提高,突出了其随时间推移在应用过程中改进的潜力。

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