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Modeling Seasonal Heteroscedasticity in Vehicular Traffic Condition Series Using a Seasonal Adjustment Approach

机译:使用季节调整方法对车辆交通状况系列中的季节异方差进行建模

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摘要

Heteroscedasticity modeling in transportation engineering is primarily conducted in short-term traffic condition forecasting to generate time varying prediction intervals around the point forecasts through quantitatively predicting the conditional variance of traffic condition series. Until recently, the generalized autoregressive conditional heteroscedasticity (GARCH) model and the stochastic volatility model have been two major approaches adopted from the field of financial time series analysis for traffic heteroscedasticity modeling. In this paper, recognizing the pronounced seasonal pattern in traffic condition data, a simple seasonal adjustment approach is explored for modeling seasonal heteroscedasticity in traffic-flow series, and four types of seasonal adjustment factors are proposed with respect to daily or weekly patterns. Using real-world traffic-flow data collected from highway systems in the United Kingdom and the United States, the proposed seasonal adjustment approach is implemented and validated. Empirical results show that the proposed model can effectively capture and hence model the seasonal heteroscedasticity in traffic-flow series. In addition, through a comparison with the conventional GARCH model, the proposed approach is shown to consistently generate improved performances in terms of prediction interval construction. Potential applications are discussed to explore the value of heteroscedasticity modeling in transportation engineering studies.
机译:交通工程中的异方差建模主要在短期交通状况预测中进行,以通过定量预测交通状况序列的条件方差来生成点预测周围的时变预测间隔。直到最近,广义自回归条件异方差(GARCH)模型和随机波动率模型一直是金融时间序列分析领域中用于交通异方差建模的两种主要方法。在本文中,认识到交通状况数据中明显的季节性模式,探索了一种简单的季节性调整方法来模拟交通流序列中的季节性异方差,并针对每日或每周模式提出了四种类型的季节性调整因子。使用从英国和美国的高速公路系统收集的真实交通流量数据,实施并验证了建议的季节性调整方法。实证结果表明,所提出的模型可以有效地捕获交通流序列中的季节异方差并对其建模。此外,通过与常规GARCH模型进行比较,表明所提出的方法在预测间隔构造方面始终如一地产生改进的性能。讨论了潜在的应用,以探索异方差建模在交通工程研究中的价值。

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