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Probabilistic Prediction for Monthly Streamflow through Coupling Stepwise Cluster Analysis and Quantile Regression Methods

机译:耦合逐步聚类分析和分位数回归方法对月流量的概率预测

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In this study, a stepwise cluster forecasting (SCF) framework is proposed for probabilistic prediction for monthly streamflow through integrating stepwise cluster analysis and quantile regression methods. The developed SCF method can capture discrete and nonlinear relationships between explanatory and response variables. A cluster tree was generated through the SCF method for reflecting complex relationships between independent (i.e. explanatory) and dependent (i.e. response) variables in the hydrologic system. Quantile regression approach was employed to construct probabilistic relationships between inputs and outputs in each leaf of the cluster tree. The developed SCF method was applied for monthly streamflow prediction in Xiangxi River based on the gauged records at Xingshan gauging station and related meteorological data. The performance of the SCF method was evaluated through indices of percent bias (PBIAS), RMSE-observations standard deviation ratio (RSR), and Nash-Sutcliffe efficiency coefficient (NSE). Two new indices, the relative distance to the bounds (RDB) and the degree of uncertainty (DOU) were proposed to reflect the uncertainty of the predictions from SCF model. The results showed that the uncertainty of the predictions was acceptable and would not change significantly in calibration and validation periods. Quantile regression was integrated into prediction process of the SCF approach to provide probabilistic forecasts. The 90 % confidence intervals could well bracket the observations in both calibration and validation periods. Comparison among different forecasting techniques showed the effectiveness of the proposed method.
机译:在这项研究中,提出了一种逐步聚类预测(SCF)框架,通过结合逐步聚类分析和分位数回归方法来对月流量进行概率预测。开发的SCF方法可以捕获解释变量和响应变量之间的离散和非线性关系。通过SCF方法生成了一个聚类树,以反映水文系统中自变量(即解释性)和因变量(即响应)之间的复杂关系。采用分位数回归方法来构建聚类树的每个叶子中输入和输出之间的概率关系。基于兴山站的实测记录和相关气象资料,将开发的SCF方法应用于湘西河的月流量预报。通过百分比偏差指数(PBIAS),RMSE观测标准偏差比(RSR)和Nash-Sutcliffe效率系数(NSE)评估SCF方法的性能。提出了两个新的指标,即到边界的相对距离(RDB)和不确定程度(DOU),以反映SCF模型的预测的不确定性。结果表明,预测的不确定性是可以接受的,并且在校准和验证期间不会发生显着变化。分位数回归被集成到SCF方法的预测过程中以提供概率预测。 90%的置信区间可以很好地将校准和验证期间的观察结果括起来。比较不同的预测技术表明了该方法的有效性。

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