基于空间离散灰色预测模型的中国人均能源消费预测

Huiping Wang, Zhun Zhang
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摘要

为克服现有灰色模型在空间数据分析中的局限性,在灰色离散模型中引入空间权重矩阵,建立SDGM(1,1,m)模型,并提出考虑时滞效应的L1-SDGM(1,1,m)模型,实现空间数据的同步预测。实现了SDGM(1,1,m)和L1-SDGM(1,1,m)模型的验证,最后利用SDGM(1,1,m)代谢机制预测了2020 - 2025年中国30个省份的人均能源消费水平(PCECs)。我们得出以下结论。首先,本文建立的SDGM(1,1,m)和L1-SDGM(1,1,m)模型合理,在支持交互式区域预测的同时提高了预测精度。其次,虽然SDGM(1,1,m)与DGM(1,n)模型相似,但它们的建模条件和目标不同。第三,SDGM(1,1,m)和L1-SDGM(1,1,m)模型可以有效分析所选建模区间内的空间溢出效应,并获得准确的预测;值得注意的是,2010 - 2017年,内蒙古和青海受空间因子的影响最大,而吉林、江西和其他省份受空间因子的影响较小。第四,预测表明,在目前的灰色条件下,中国大多数省份的pcpcs将增加,而北京等省份的pcpcs预计将减少。
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Forecasting per Capita Energy Consumption in China Using a Spatial Discrete Grey Prediction Model
To overcome the limitations of the present grey models in spatial data analysis, a spatial weight matrix is incorporated into the grey discrete model to create the SDGM(1,1,m) model, and the L1-SDGM(1,1,m) model is proposed, considering the time lag effect to realize the simultaneous forecasting of spatial data. The validation of the SDGM(1,1,m) and L1-SDGM(1,1,m) models is achieved, and finally, the per capita energy consumption levels (PCECs) of 30 provinces in China from 2020 to 2025 is predicted using SDGM(1,1,m) with a metabolic mechanism. We draw the following conclusions. First, the SDGM(1,1,m) and L1-SDGM(1,1,m) models established in this paper are reasonable and improve forecasting accuracy while supporting interactive regional forecasting. Second, although SDGM(1,1,m) resembles the DGM(1,n) model, their modeling conditions and targets are different. Third, the SDGM(1,1,m) and L1-SDGM(1,1,m) models can be used to effectively analyze the spatial spillover effects within the selected modeling interval while achieving accurate predictions; notably, from 2010 to 2017, the PCECs of Inner Mongolia and Qinghai were most affected by spatial factors, while the PCECs of Jilin, Jiangxi, and other provinces were influenced little by spatial factors. Fourth, predictions indicate that the PCECs of most Chinese provinces will increase under the current grey conditions, while the PCECs of provinces such as Beijing are expected to decrease.
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