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Non-linear canonical correlation analysis in regional frequency analysis

机译:区域频率分析中的非线性典范相关分析

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摘要

Hydrological processes are complex non-linear phenomena. Canonical correlation analysis (CCA) is frequently used in regional frequency analysis (RFA) to delineate hydrological neighborhoods. Although non-linear CCA (NL-CCA) is widely used in several fields, it has not been used in hydrology, particularly in RFA. This paper presents an overview of techniques used to reproduce non-linear relationships between two sets of variables. The approaches considered in this work are based on NL-CCA using neural networks (CCA-NN), coupled to a log-linear regression model for flood quantile estimation. In order to demonstrate the usefulness of these approaches in RFA, a comparative study between the latter and linear CCA is performed using three different databases from North America. Results show that CCA-NN is more robust and can better reproduce the non-linear relationship structures between physiographical and hydrological variables. This reflects the high flexibility of this approach. Results indicate that for all three databases, it is more advantageous to proceed with the non-linear CCA approach.
机译:水文过程是复杂的非线性现象。典型相关分析(CCA)通常在区域频率分析(RFA)中用于描绘水文邻域。尽管非线性CCA(NL-CCA)已在多个领域中广泛使用,但尚未在水文学中使用,尤其是在RFA中。本文概述了用于再现两组变量之间的非线性关系的技术。在这项工作中考虑的方法是基于使用神经网络(CCA-NN)的NL-CCA,并结合了对数线性回归模型来进行洪水分位数估计。为了证明这些方法在RFA中的有用性,使用来自北美的三个不同的数据库对后者与线性CCA进行了比较研究。结果表明,CCA-NN具有更强的鲁棒性,可以更好地再现生理变量和水文变量之间的非线性关系结构。这反映了这种方法的高度灵活性。结果表明,对于所有这三个数据库,采用非线性CCA方法更有利。

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