解决APC数据稀疏性预测公交占用和延误:一种多任务学习方法

Ammar Bin Zulqarnain, Samir Gupta, J. P. Talusan, Daniel Freudberg, Philip Pugliese, Ayan Mukhopadhyay, Abhishek Dubey
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引用次数: 0

摘要

公共交通是城市交通的重要方式,其效率对数百万人的日常通勤至关重要。为了提高公交系统的可靠性和可预测性,研究人员开发了单独的单任务学习模型来预测公交在站点或路线层面的占用和延误。然而,这些模型提供了一个狭隘的观点,延误和占用在每站,并没有说明两者之间的相关性。我们提出了一种新的方法,利用更广泛的可推广模式来控制延迟和占用,以改进预测。我们引入了一个多任务学习工具链,该工具链考虑了一般交通馈送规范馈送、自动乘客计数器数据以及上下文时间和空间信息。该工具链可以在站点级别预测交通延误和占用情况,在给定稀疏和嘈杂数据的情况下,提高对这两个特征的预测的准确性。我们还表明,与最先进的方法相比,我们的工具链一旦在以前的路线/行程中进行了训练,就可以适应更少的新运输数据样本。最后,我们使用田纳西州查塔努加的实际数据来验证我们的方法。我们将我们的方法与最先进的方法进行比较,并表明将占用和延误作为相关问题处理可以提高预测的准确性。我们表明,我们的方法在F1分数中显著提高了延误预测高达4%,同时在入住率方面产生了相同或更好的结果。
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Addressing APC Data Sparsity in Predicting Occupancy and Delay of Transit Buses: A Multitask Learning Approach
Public transit is a vital mode of transportation in urban areas, and its efficiency is crucial for the daily commute of millions of people. To improve the reliability and predictability of transit systems, researchers have developed separate single-task learning models to predict the occupancy and delay of buses at the stop or route level. However, these models provide a narrow view of delay and occupancy at each stop and do not account for the correlation between the two. We propose a novel approach that leverages broader generalizable patterns governing delay and occupancy for improved prediction. We introduce a multitask learning toolchain that takes into account General Transit Feed Specification feeds, Automatic Passenger Counter data, and contextual temporal and spatial information. The toolchain predicts transit delay and occupancy at the stop level, improving the accuracy of the predictions of these two features of a trip given sparse and noisy data. We also show that our toolchain can adapt to fewer samples of new transit data once it has been trained on previous routes/trips as compared to state-of-the-art methods. Finally, we use actual data from Chattanooga, Tennessee, to validate our approach. We compare our approach against the state-of-the-art methods and we show that treating occupancy and delay as related problems improves the accuracy of the predictions. We show that our approach improves delay prediction significantly by as much as 4% in F1 scores while producing equivalent or better results for occupancy.
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