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A Reliability Prediction Method of Novel Grey Model and its Error Analysis

机译:一种新型灰色模型的可靠性预测方法及其误差分析

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摘要

This study proposed a reliability prediction method of novel fractional-order discrete grey prediction model FODGM (1,1), which is developed on the discrete grey prediction model DGM (1,1). The modeling error distribution of FODGM (1,1) is systematically studied. The sequences of exponential data are generated for numerical simulation. Later, the mean absolute percentage errors (MAPE) of FODGM (1,1), with different values of order and development coefficient, are compared to the modeling errors of GM (1,1) and DGM (1,1) using numerical simulation. The modeling error distribution graph of FODGM (1,1) with the sequences of exponential data is presented. The findings reveal that DGM (1,1) and the direct modeling DGM (1,1) are both special cases of FODGM (1,1). The outcome provides a foundation to further optimize the grey model by using fractional-order operators and to expand the applicable bound of the grey model.
机译:该研究提出了一种新颖的分数离散灰度预测模型FODGM(1,1)的可靠性预测方法,其在离散灰度预测模型DGM(1,1)上开发。 系统地研究了FODGM(1,1)的建模误差分布。 生成指数数据的序列以用于数值模拟。 后来,使用数值模拟将FODGM(1,1)的平均绝对百分比误差(MAPE)具有不同的顺序和开发系数的值,并使用数值模拟进行模拟误差(1,1)和DGM(1,1) 。 提出了具有指数数据序列的FODGM(1,1)的建模误差分布图。 结果表明,DGM(1,1)和直接建模DGM(1,1)都是FODGM(1,1)的特殊情况。 结果为进一步优化灰色模型提供了基础,通过使用分数级运算符来扩展灰色模型的适用界限。

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