基于径向基函数网络的水位预报灵敏度分析

C. Dawson
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引用次数: 0

摘要

神经网络对输入变化的敏感性分析是一个重要的研究领域,因为它在一定程度上解决了对其黑匣子行为的批评。用于水文建模的RBFNs的这种分析以前仅限于探索输入和连接权重的扰动。在本文中,用于MLP灵敏度分析的后向链接规则被应用于RBFNs,并展示了这种分析如何深入了解物理关系。首先给出了一个三角函数示例,展示了该方法对一阶导数的有效性和准确性,并将结果与等效MLP进行了比较。本文介绍了在河流水位建模中的实际应用,表明了这种方法的重要性,有助于证明和选择这种模型。
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Sensitivity Analysis of Radial Basis Function Networks for River Stage Forecasting
Sensitivity analysis of neural networks to input variation is an important research area as it goes some way to addressing the criticisms of their black-box behaviour. Such analysis of RBFNs for hydrological modelling has previously been limited to exploring perturbations to both inputs and connecting weights. In this paper, the backward chaining rule that has been used for sensitivity analysis of MLPs, is applied to RBFNs and it is shown how such analysis can provide insight into physical relationships. A trigonometric example is first presented to show the effectiveness and accuracy of this approach for first order derivatives alongside a comparison of the results with an equivalent MLP. The paper presents a real-world application in the modelling of river stage shows the importance of such approaches helping to justify and select such models.
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