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A Comparison of Three Soft Computing Techniques, Bayesian Regression, Support Vector Regression, and Wavelet Regression, for Monthly Rainfall Forecast

机译:三种软计算技术,贝叶斯回归,支持向量回归和小波回归的比较,每月降雨预测

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Rainfall, being one of the most important components of the hydrological cycle, plays an extremely important role in agriculture-based economies like India. This paper presents a comparison between three soft computing techniques, namely Bayesian regression (BR), support vector regression (SVR), and wavelet regression (WR), for monthly rainfall forecast in Assam, India. A WR model is a combination of discrete wavelet transform and linear regression. Monthly rainfall data for 102 years from 1901 to 2002 at 21 stations were used for this study. The performances of different models were evaluated based on the mean absolute error, root mean square error, correlation coefficient, and Nash-Sutcliffe efficiency coefficient. Based on model statistics, WR was found to be the most accurate followed by SVR and BR. The efficiencies for the BR, SVR, and WR models were found to be 32.8%, 52.9%, and 64.03%, respectively. From the spatial analysis of model performances, it was found that the models performed best for the upper Assam region followed by lower, southern, and middle regions, respectively.
机译:降雨,成为水文周期中最重要的组成部分之一,在印度的基于农业的经济体中起着极其重要的作用。本文提出了三种软计算技术,即贝叶斯回归(BR),支持向量回归(SVR),以及小波回归(WR),用于印度Assam的每月降雨预测。 WR模型是离散小波变换和线性回归的组合。从1901年到2002年的每月降雨数据在21个站的102年里用于这项研究。基于平均绝对误差,根均方误差,相关系数和NASH-SUTCLIFFE效率系数评估不同模型的性能。基于模型统计,发现WR是最准确的,后跟SVR和BR。 BR,SVR和WR模型的效率分别为32.8%,52.9%和64.03%。从模型表演的空间分析中,发现模型最适合上ASSAM区域,然后是下部,南部和中间地区。

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