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首页> 外文期刊>Comptes rendus >Multivariate forecast of winter monsoon rainfall in India using SST anomaly as a predictor: Neurocomputing and statistical approaches
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Multivariate forecast of winter monsoon rainfall in India using SST anomaly as a predictor: Neurocomputing and statistical approaches

机译:使用SST异常作为预测因子的印度冬季季风降水的多变量预测:神经计算和统计方法

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摘要

In this article, the complexities in the relationship between rainfall and sea surface temperature (SST) anomalies during the winter monsoon over India were evaluated statistically using scatter plot matrices and autocorrelation functions. Linear, as well as polynomial trend equations were obtained, and it was observed that the coefficient of determination for the linear trend was very low and it remained low even when polynomial trend of degree six was used. An exponential regression equation and an artificial neural network with extensive variable selection were generated to forecast the average winter monsoon rainfall of a given year using the rainfall amounts and the SST anomalies in the winter monsoon months of the previous year as predictors. The regression coefficients for the multiple exponential regression equation were generated using Levenberg-Marquardt algorithm. The artificial neural network was generated in the form of a multilayer perceptron with sigmoid non-linearity and genetic-algorithm based variable selection. Both of the predictive models were judged statistically using the Willmott's index, percentage error of prediction, and prediction yields. The statistical assessment revealed the potential of artificial neural network over exponential regression.
机译:在本文中,使用散点图矩阵和自相关函数,对印度冬季季风期间降雨与海表温度(SST)异常之间关系的复杂性进行了统计评估。得到线性以及多项式趋势方程,并且观察到,即使使用六次多项式趋势,线性趋势的确定系数也很低,并且仍然很低。生成了一个指数回归方程和一个具有广泛变量选择的人工神经网络,以前一年冬季风季的降水量和SST异常作为预测因子,从而预测了给定年份的冬季风季平均降雨量。使用Levenberg-Marquardt算法生成多元指数回归方程的回归系数。人工神经网络以具有S形非线性和基于遗传算法的变量选择的多层感知器的形式生成。两种预测模型均使用Willmott指数,预测误差百分比和预测产量进行统计学判断。统计评估表明,人工神经网络具有超越指数回归的潜力。

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