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Improving Arrival Time Prediction of Thailand's Passenger Trains Using Historical Travel Times

机译:利用历史旅行时间改善泰国乘客列车的到达时间预测

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The State Railway of Thailand provides passengers with train location information on their website, which includes the name of the last station that each train arrives at or departs from, along with the timestamps and the accumulative train delay (in minutes) from the train timetable. This information allows passengers to intuitively predict the arrival time at their station by adding the last known train delay to the scheduled arrival time. This paper aims at providing a more accurate prediction of passenger train's arrival times using the historical travel times between train stations. Two algorithms that use train location information and historical travel times are proposed and evaluated. The first algorithm uses the moving average of historical travel times. The second algorithm utilizes the travel times of the k-nearest neighbors (k-NN) of the last known arrival time. To evaluate the proposed algorithms, we collected six months of data for three different trains and calculated prediction errors using mean absolute error (MAE). The prediction errors of the proposed algorithms are compared to the prediction errors of the baseline algorithm that predicts the arrival time by adding the last known train delay to the scheduled train arrival time. Both algorithms outperform the baseline prediction. The algorithm based on moving average travel time improves the prediction error by 22.9 percent on average, and the algorithm based on k-NN improves the prediction error by 23.0 percent on average (k=16).
机译:泰国国家铁路为乘客提供有关其网站的火车位置信息,其中包括每个火车的最后一站的名称,每个火车从列车时间表与时间戳和累计列车延迟(以分钟为单位)。该信息允许乘客通过将最后一个已知的火车延迟添加到预定的到达时间,直观地直观地预测到他们的电台的到达时间。本文旨在通过火车站之间的历史旅行时间提供对旅客列车的到来时代更准确的预测。建议和评估使用火车位置信息和历史旅行时间的两种算法。第一算法使用历史旅行时间的移动平均值。第二算法利用最后已知的到达时间的K-Collect邻居(K-NN)的行驶时间。为了评估所提出的算法,我们收集了三个不同的列车数据和使用平均绝对误差(MAE)计算的预测误差。将所提出的算法的预测误差与基线算法的预测误差进行比较,该预测误差通过将最后一个已知的列车延迟添加到预定的列车到达时间来预测到达时间。这两种算法都优于基​​线预测。基于移动平均行程时间的算法平均提高了预测误差22.9%,基于K-Nn的算法将预测误差平均提高23.0%(k = 16)。

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