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Multiobjective training of artificial neural networks for rainfall-runoff modeling

机译:人工神经网络的降雨径流建模多目标训练

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摘要

This paper presents results on the application of various optimization algorithms for the training of artificial neural network rainfall-runoff models. Multilayered feed-forward networks for forecasting discharge from two mesoscale catchments in different climatic regions have been developed for this purpose. The performances of the multiobjective algorithms Multi Objective Shuffled Complex Evolution Metropolis-University of Arizona (MOSCEM-UA) and Nondominated Sorting Genetic Algorithm II (NSGA-II) have been compared to the single-objective Levenberg-Marquardt and Genetic Algorithm for training of these models. Performance has been evaluated by means of a number of commonly applied objective functions and also by investigating the internal weights of the networks. Additionally, the effectiveness of a new objective function called mean squared derivative error, which penalizes models for timing errors and noisy signals, has been explored. The results show that the multiobjective algorithms give competitive results compared to the single-objective ones. Performance measures and posterior weight distributions of the various algorithms suggest that multiobjective algorithms are more consistent in finding good optima than are single-objective algorithms. However, results also show that it is difficult to conclude if any of the algorithms is superior in terms of accuracy, consistency, and reliability. Besides the training algorithm, network performance is also shown to be sensitive to the choice of objective function(s), and including more than one objective function proves to be helpful in constraining the neural network training.
机译:本文介绍了各种优化算法在人工神经网络降雨径流模型训练中的应用结果。为此,已经开发了用于预测来自不同气候区域的两个中尺度集水区流量的多层前馈网络。将亚利桑那大学的多目标混洗复杂演化大城市算法(MOSCEM-UA)和非支配排序遗传算法II(NSGA-II)的性能与单目标Levenberg-Marquardt和遗传算法的性能进行了比较楷模。已通过许多常用的目标函数以及调查网络的内部权重来评估性能。此外,已经探索了一种新的目标函数的有效性,该目标函数称为均方平方导数误差,该函数会对时序误差和噪声信号的模型产生不利影响。结果表明,与单目标算法相比,多目标算法具有竞争优势。各种算法的性能指标和后验权重分布表明,与单目标算法相比,多目标算法在寻找最佳优化方面更加一致。但是,结果还表明,很难得出任何一种算法在准确性,一致性和可靠性方面是否优越的结论。除了训练算法之外,网络性能还显示出对目标函数的选择敏感,并且包括多个目标函数被证明有助于约束神经网络训练。

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