Unequal-order grey model with the difference information and its application

Leping Tu, Yan Chen, Lifeng Wu
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Abstract

According to the principle of minimum information, new information priority, and difference information, most existing grey forecast models and their improvement are inconsistent with the grey theory. Therefore, a novel discrete multivariable grey model with unequal fractional-order accumulation is proposed. To improve the accuracy and stability of the model, an optimization algorithm for unequal fractional-order is proposed. The proposed model and algorithm are evaluated with four actual cases. The results show that the novel model has better performance and the proposed unequal fractional-order accumulation operator is better than other existing accumulation operators. Considering the energy consumption, the carbon dioxide emissions in the USA have been forecasted to decrease but remain at a high level by using the novel discrete multivariable grey model. Reducing energy consumption is conducive to reducing carbon dioxide emissions.
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具有差分信息的不等阶灰色模型及其应用
根据最小信息原则、新信息优先原则和差异信息原则,现有的灰色预测模型及其改进与灰色理论不一致。为此,提出了一种具有不等分数阶累积的离散多变量灰色模型。为了提高模型的精度和稳定性,提出了一种不等分数阶的优化算法。通过四个实际案例对所提出的模型和算法进行了评价。结果表明,该模型具有较好的性能,所提出的不等分数阶积累算子优于现有的积累算子。考虑到能源消耗,使用新的离散多变量灰色模型预测美国的二氧化碳排放量将减少,但仍处于较高水平。减少能源消耗有利于减少二氧化碳的排放。
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