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Chaotic Bayesian Method Based on Multiple Criteria Decision making (MCDM) for Forecasting Nonlinear Hydrological Time Series

机译:基于多准则决策的混沌贝叶斯方法预测非线性水文时间序列

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摘要

To improve the precision and decrease the uncertainty in forecasting nonlinear hydrological time series, a novel chaotic Bayesian method based on multiple criteria decision making (CBMMCDM) is proposed, in which chaotic forecast model of the add-weighted one-rank local-region method (AOLM) is improved by embedding self-learning technique of Bayesian processor of forecast (BPF). In addition, we give the optimal embedding dimension by use of MCDM theory for global parameter decision in CBMMCDM. So as to test the effect of CBMMCDM, the daily runoffs at Panjiakou and Sandaohezi in Luanhe basin are considered. The results of the phase-space reconstruction indicate that both of the above two daily runoffs are chaotic series and their optimal embedding dimensions are both 3 with the four assessment indices of mean relative error (MRE), root mean square error (RMSE), modified coefficient of efficiency (MCE) and Bayesian correlation score (BCS). Compared with the results of AOLM, CBMMCDM can improve the forecast accuracy of daily runoffs. Especially relative errors also decrease in forecasting the maximum daily runoff values in both stations. This new forecast method is an extension to chaos prediction method.
机译:为了提高非线性水文时间序列预测的精度并减少不确定性,提出了一种基于多准则决策的混沌贝叶斯方法(CBMMCDM),该方法采用加权加权一阶局部区域方法的混沌预测模型(通过嵌入贝叶斯预测处理器(BPF)的自学习技术来改进AOLM。此外,我们利用MCDM理论为CBMMCDM中的全局参数决策提供了最佳的嵌入维数。为了测试CBMMCDM的效果,考虑了basin河盆地潘家口和三道河子的日径流量。相空间重建的结果表明,以上两个日径流都是混沌序列,它们的最优嵌入维数均为3,具有四个均值相对误差(MRE),均方根误差(RMSE)评估指标效率系数(MCE)和贝叶斯相关评分(BCS)。与AOLM的结果相比,CBMMCDM可以提高每日径流的预报精度。在预测两个站的最大日径流量值时,尤其是相对误差也会降低。这种新的预测方法是对混沌预测方法的扩展。

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