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A Stochastic Volatility Modeling Approach to Account for Uncertainties in Travel Time Reliability Forecasting

机译:考虑旅行时间可靠性预测不确定性的随机波动率建模方法

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Travel time effectively measures freeway traffic conditions. Easy access to this information providesthe potential to alleviate traffic congestion and to increase the reliability in road networks. However,it is still a challenging task to model and estimate travel time, as traffic often reveals irregularfluctuations. Traditional point prediction methods often underestimate the irregular fluctuations andprovide results that are prone to be uncertain. To capture travel time fluctuations and uncertaintiesassociated with prediction, this paper proposes the Autoregressive Integrated Moving Average-Stochastic Volatility (ARIMA-SV) model that generates the expected value of travel time (a pointvalue) as well as a prediction interval. An advanced Monte Carlo Markov Chain estimation method isemployed to fit the stochastic volatility model. The experiment results based on travel time datacollected from Bluetooth detectors along an I-95 segment in Connecticut suggest that the proposedARIMA-SV model out performs the ARIMA-GARCH model in both congested and non-congestedsituations. The proposed method has shown its advantages in capturing traffic fluctuations and has thepotential to disseminate more reliable traffic information to travelers through Advanced TravelerInformation Systems (ATIS).
机译:出行时间有效地衡量了高速公路的交通状况。轻松访问此信息可提供 缓解交通拥堵并提高路网可靠性的潜力。然而, 建模和估计出行时间仍然是一项艰巨的任务,因为交通经常显示出不规则 波动。传统的点预测方法通常会低估不规则波动和 提供倾向于不确定的结果。记录旅行时间的波动和不确定性 与预测相关联,本文提出了自回归综合移动平均线- 随机波动率(ARIMA-SV)模型,产生预期的行进时间(点 值)以及预测间隔。先进的蒙特卡洛马尔可夫链估计方法是 用来拟合随机波动率模型。基于行程时间数据的实验结果 从康涅狄格州I-95沿线的蓝牙探测器收集的数据表明,建议的 ARIMA-SV模型可以在拥塞和非拥塞两种情况下执行ARIMA-GARCH模型 情况。所提出的方法在捕获交通波动方面显示了其优势,并且具有 通过Advanced Traveler向旅行者传播更可靠的交通信息的潜力 信息系统(ATIS)。

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