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Reply to comments on 'Evaporation estimation using artificial neural networks and adaptive neurofuzzy inference system techniques'

机译:对“使用人工神经网络和自适应神经模糊推理系统技术进行蒸发估算”的评论的回复

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The comments from Ozgur Kisi on our paper [4] are very useful and of general interests to the readers in this field. Here are the replies to the points raised:rn(1) This comment is valid. We attempted to illustrate and explore the application of the Gamma Test for evaporation estimation so that readers can try this new tool in their evaporation modelling tasks. Clearly, more work is still needed in this area. At the moment, we are working on a comparison between the Gamma Test and other model input selection approaches (such as Information Entropy, Cross validation and Akaike Information Criterion). Principal Component Analysis (PCA) is suitable for linear systems and it may not work well for nonlinear systems (again, it may be worthwhile to try PCA and compare it with other approaches). In addition. Nonlinear Principle Component Analysis (NPCA) could be explored. As to the suggested inputs of W, T, RH, Ed from the discusser, we believe this combination will produce less accurate modelling results due to the redundant information from T, RH, Ed (i.e., any one of the three variables could be fully derived from the other two, hence one of them is redundant). If there are redundant variables in linear systems, they will cause multi-collinearity problem and make matrix inversion impossible. For nonlinear systems, the effect of redundant variables is more difficult to predict. However, based on Occam's razor, it may not be a good idea to include redundant variables for any mathematical models. Nevertheless, it could be useful to build ANN and ANFIS models for both input combinations to prove the point.
机译:Ozgur Kisi在我们的论文[4]上的评论对于该领域的读者非常有用,并且具有普遍意义。以下是对所提问题的答复:rn(1)此评论有效。我们试图说明和探索Gamma测试在蒸发估计中的应用,以便读者可以在其蒸发建模任务中尝试使用此新工具。显然,在这一领域还需要做更多的工作。目前,我们正在努力比较Gamma测试和其他模型输入选择方法(例如信息熵,交叉验证和Akaike信息准则)。主成分分析(PCA)适用于线性系统,不适用于非线性系统(同样,尝试PCA并将其与其他方法进行比较可能是值得的)。此外。非线性主成分分析(NPCA)可以被探索。关于来自讨论者的W,T,RH,Ed的建议输入,由于来自T,RH,Ed的冗余信息(即,三个变量中的任何一个都可能是完全的),我们认为这种组合将产生不太准确的建模结果。衍生自其他两个,因此其中之一是多余的)。如果线性系统中存在冗余变量,它们将引起多重共线性问题,并使矩阵求逆变得不可能。对于非线性系统,冗余变量的影响更难预测。但是,基于Occam的剃刀,为任何数学模型包括冗余变量可能不是一个好主意。尽管如此,为两种输入组合建立ANN和ANFIS模型可能是有用的,以证明这一点。

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  • 来源
    《Advances in Water Resources》 |2009年第6期|967-968|共2页
  • 作者

    D.Han; A. Moghaddamnia;

  • 作者单位

    Reader of Water Resources, Department of Civil Engineering, Faculty of Engineering, University of Bristol, UK;

    Assistant Professor of Hydrology, Department of Range and Watershed Management, Faculty of Natural Resources, University of Zabol, Zabol, Iran;

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