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SHORT-TERM TRAFFIC FLOW PREDICTION USING A METHODOLOGY BASED ON AUTOREGRESSIVE INTEGRATED MOVING AVERAGE AND GENETIC PROGRAMMING

机译:使用基于自回归综合移动平均和遗传编程的方法使用方法的短期交通流量预测

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摘要

The accurate short-term traffic flow forecasting is fundamental to both theoretical and empirical aspects of intelligent transportation systems deployment. This study aimed to develop a simple and effective hybrid model for forecasting traffic volume that combines the AutoRegressive Integrated Moving Average (ARIMA) and the Genetic Programming (GP) models. By combining different models, different aspects of the underlying patterns of traffic flow could be captured. The ARIMA model was used to model the linear component of the traffic flow time series. Then the GP model was applied to capture the nonlinear component by modelling the residuals from the ARIMA model. The hybrid models were fitted for four different time-aggregations: 5, 10, 15, and 20 min. The validations of the proposed hybrid methodology were performed by using traffic data under both typical and atypical conditions from multiple locations on the I-880N freeway in the United States. The results indicated that the hybrid models had better predictive performance than utilizing only ARIMA model for different aggregation time intervals under typical conditions. The Mean Relative Error (MRE) of the hybrid models was found to be from 4.1 to 6.9% for different aggregation time intervals under typical conditions. The predictive performance of the hybrid method was improved with an increase in the aggregation time interval. In addition, the validation results showed that the predictive performance of the hybrid model was also better than that of the ARIMA model under atypical conditions.
机译:准确的短期交通流预测是智能交通系统部署的理论和经验方面的基础。本研究旨在开发一种简单有效的混合模型,用于预测交通量,这些模型结合了自回归综合移动平均(ARIMA)和遗传编程(GP)模型。通过组合不同的模型,可以捕获交通流量的底层模式的不同方面。 ARIMA模型用于模拟交通流时间序列的线性分量。然后应用GP模型来捕获非线性组分,通过从Arima模型建模残差来捕获非线性组分。混合模型适用于四种不同的时间聚集:5,10,15和20分钟。通过在美国I-880N高速公路上的多个位置使用典型和非典型条件下的交通数据来执行所提出的混合方法的验证。结果表明,混合模型具有更好的预测性能,而不是在典型条件下利用不同聚合时间间隔的Arima模型。在典型条件下,发现混合模型的平均相对误差(MRE)为不同的聚集时间间隔为4.1至6.9%。随着聚合时间间隔的增加,改善了混合方法的预测性能。此外,验证结果表明,在非典型条件下,杂种模型的预测性能也比Arima模型更好。

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