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首页> 外文期刊>Journal of Central South University of Technology >Hybrid grey model to forecast monitoring series with seasonally
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Hybrid grey model to forecast monitoring series with seasonally

机译:混合灰色模型预测季节性监测系列

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摘要

The grey forecasting model has been successfully applied to many fields. However, the precision of GM(1,1) model is not high. In order to remove the seasonal fluctuations in monitoring series before building GM (1,1) model, the forecasting series of GM(1,1) was built, and an inverse process was used to resume the seasonal fluctuations. Two deseasonalization methods were presented , i. e. , seasonal index-based deseasonalization and standard normal distribution-based deseasonalization. They were combined with the GM(1,1) model to form hybrid grey models. A simple but practical method to further improve the forecasting results was also suggested. For comparison, a conventional periodic function model was investigated. The concept and algorithms were tested with four years monthly monitoring data. The results show that on the whole the seasonal index-GM(1 ,1) model outperform the conventional periodic function model and the conventional periodic function model outperform the SND-GM(1,1) model. The mean absolute error and mean square error of seasonal index-GM(1,1) are 30.69% and 54.53% smaller than that of conventional periodic function model, respectively. The high accuracy, straightforward and easy implementation natures of the proposed hybrid seasonal index-grey model make it a powerful analysis technique for seasonal monitoring series.
机译:灰色预测模型已成功应用于许多领域。但是,GM(1,1)模型的精度不高。为了消除建立GM(1,1)模型之前的监测序列的季节性波动,建立了GM(1,1)的预测序列,并采用逆过程来恢复季节性波动。提出了两种淡化季节的方法,即e。 ,基于季节指数的反季节化和基于标准正态分布的反季节化。它们与GM(1,1)模型结合在一起,形成了混合灰色模型。还提出了一种简单但实用的方法来进一步改善预测结果。为了进行比较,研究了常规的周期函数模型。该概念和算法已通过四年每月一次的监视数据进行了测试。结果表明,总体而言,季节性指数-GM(1,1)模型优于常规周期函数模型,常规周期函数模型优于SND-GM(1,1)模型。季节指数-GM(1,1)的平均绝对误差和均方误差分别比常规周期函数模型小30.69%和54.53%。所提出的混合季节指数灰色模型的高精度,直接性和易于实现的性质使其成为季节性监测序列的强大分析技术。

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