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本文以山西省1979—2025年年度公路货运量为研究对象,开展时间序列分析与预测研究,研究目的在于揭示山西省公路货运量的动态演变规律,为地方交通规划、物流布局与行业管理决策提供量化参考与科学依据。研究采用ARIMA时间序列建模方法,依托R软件对原始货运量序列进行系统分析与建模检验。首先对原始序列进行平稳性检验,一阶差分处理后序列虽能够通过平稳性检验,但检验结果表明该一阶差分序列属于白噪声序列,所含有效信息不足。为解决序列信息匮乏、建模失效的问题,进一步对数据进行二阶差分处理。结果显示,二阶差分后的序列既满足平稳性要求,同时不再表现为白噪声,序列具备显著的统计规律与建模价值。在此基础上,通过自相关、偏自相关函数判定模型阶数,完成参数估计、模型检验与择优,确立适用于山西省公路货运量的最优ARIMA预测模型。实证结果表明,二阶差分后的序列建模效果更为合理可靠,模型拟合程度较好,能够有效反映货运量
本文以山西省1979—2025年年度公路货运量为研究对象,开展时间序列分析与预测研究,研究目的在于揭示山西省公路货运量的动态演变规律,为地方交通规划、物流布局与行业管理决策提供量化参考与科学依据。研究采用ARIMA时间序列建模方法,依托R软件对原始货运量序列进行系统分析与建模检验。首先对原始序列进行平稳性检验,一阶差分处理后序列虽能够通过平稳性检验,但检验结果表明该一阶差分序列属于白噪声序列,所含有效信息不足。为解决序列信息匮乏、建模失效的问题,进一步对数据进行二阶差分处理。结果显示,二阶差分后的序列既满足平稳性要求,同时不再表现为白噪声,序列具备显著的统计规律与建模价值。在此基础上,通过自相关、偏自相关函数判定模型阶数,完成参数估计、模型检验与择优,确立适用于山西省公路货运量的最优ARIMA预测模型。实证结果表明,二阶差分后的序列建模效果更为合理可靠,模型拟合程度较好,能够有效反映货运量
400/5000

In this paper, the annual road freight volume in Shanxi Province from 1979 to 2025 is taken as the research object, and the time series analysis and prediction research are carried out. The purpose of the research is to reveal the dynamic evolution law of road freight volume in Shanxi Province and provide quantitative reference and scientific basis for local traffic planning, logistics layout and industry management decision-making. In this paper, ARIMA time series modeling method is adopted, and the original freight volume series is systematically analyzed and tested by R software. Firstly, the original sequence is tested for stationarity. Although the sequence after first-order difference processing can pass the stationarity test, the test results show that the first-order difference sequence belongs to white noise sequence and contains insufficient effective information. In order to solve the problems of lack of sequence information and ineffective modeling, the data are further processed by second-order difference. The results show that the sequence after second-order difference not only meets the requirements of stationarity, but also does not appear as white noise, so the sequence has significant statistical regularity and modeling value. On this basis, the order of the model is determined by autocorrelation and partial autocorrelation functions, and the parameter estimation, model test and optimization are completed, and the optimal ARIMA forecasting model suitable for highway freight volume in Shanxi Province is established. The empirical results show that the second-order difference sequence modeling effect is more reasonable and reliable, and the model fits well, which can effectively reflect the freight volume.

In this paper, the annual road freight volume in Shanxi Province from 1979 to 2025 is taken as the research object, and the time series analysis and prediction research are carried out. The purpose of the research is to reveal the dynamic evolution law of road freight volume in Shanxi Province and provide quantitative reference and scientific basis for local traffic planning, logistics layout and industry management decision-making. In this paper, ARIMA time series modeling method is adopted, and the original freight volume series is systematically analyzed and tested by R software. Firstly, the original sequence is tested for stationarity. Although the sequence after first-order difference processing can pass the stationarity test, the test results show that the first-order difference sequence belongs to white noise sequence and contains insufficient effective information. In order to solve the problems of lack of sequence information and ineffective modeling, the data are further processed by second-order difference. The results show that the sequence after second-order difference not only meets the requirements of stationarity, but also does not appear as white noise, so the sequence has significant statistical regularity and modeling value. On this basis, the order of the model is determined by autocorrelation and partial autocorrelation functions, and the parameter estimation, model test and optimization are completed, and the optimal ARIMA forecasting model suitable for highway freight volume in Shanxi Province is established. The empirical results show that the second-order difference sequence modeling effect is more reasonable and reliable, and the model fits well, which can effectively reflect the freight volume.

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