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Moment-based availability prediction for bike-sharing systems

机译:共享单车的基于矩的可用性预测

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We study the problem of predicting the future availability of bikes in a bike station through the moment analysis of a PCTMC model with time-dependent rates. Given a target station for prediction, the moments of the number of available bikes in the station at a future time can be derived by a set of moment equations with an initial set-up given by the snapshot of the current state of all stations in the system. A directed contribution graph is constructed, and a contribution propagation method is proposed to prune the PCTMC so that it only contains stations which have significant contribution to the journey flows to the target station. Once the moments have been derived, the underlying probability distribution of the available number of bikes is reconstructed through the maximum entropy approach. We illustrate our approach on Santander Cycles, the bike-sharing system in London. The model is parameterized using historical data from Santander Cycles. Experimental results show that our model outperforms a time-inhomogeneous Markov queueing model with respect to several performance metrics for bike availability prediction. (C) 2017 Elsevier B.V. All rights reserved.
机译:我们研究了通过基于时间的比率的PCTMC模型的力矩分析来预测自行车站点中自行车未来可用性的问题。给定目标站点进行预测,可以通过一组力矩方程式导出未来时间站点中可用自行车数量的力矩,该方程式的初始设置由该站点中所有站点当前状态的快照给出。系统。构造了有向贡献图,并提出了一种贡献传播方法来修剪PCTMC,使其仅包含对到达目标站的流程有重大贡献的站。一旦得出了力矩,就可以通过最大熵方法来重建可用自行车数量的潜在概率分布。我们将在伦敦的自行车共享系统Santander Cycles上说明我们的方法。使用桑坦德循环公司的历史数据对模型进行参数化。实验结果表明,相对于用于自行车可预测性的几种性能指标,我们的模型优于时间不均匀的马尔可夫排队模型。 (C)2017 Elsevier B.V.保留所有权利。

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