Time Series Forecasting Using the Generalized NGBM (1,1)

Guo Chen, A. Chiou, Ying-Yuan Chen, Ssu-Han Chen
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Abstract

Sequence data are sometimes rare, non-linear and non-normal, the models form grey theory are just suitable for this kind of scenario. An generalized version of originally GM(1,1) is described that takes power exponent, smoothing factor, initial condition and residual modification into account. In order to alleviate the tediousness of manual parameter selection and the problem of over- fitting in training stage, we then conduct the parameter optimization and parameter screening using genetic algorithm (GA) and 2k factorial design, respectively. The above model does not deviate from the idea of simplicity in grey theory. The experiments suggest that the high- precision of proposed method is able to improve the effectiveness of prediction.
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广义NGBM(1,1)的时间序列预测
序列数据有时是罕见的、非线性的、非正态的,灰色理论形成的模型正好适用于这种情况。考虑幂指数、平滑因子、初始条件和残差修正,给出了原GM(1,1)的广义版本。为了缓解人工参数选择的繁琐和训练阶段的过拟合问题,我们分别使用遗传算法(GA)和2k析因设计进行参数优化和参数筛选。上述模型并没有偏离灰色理论中的简单性思想。实验表明,该方法具有较高的精度,能够提高预测的有效性。
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