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首页> 外文期刊>IEEE Transactions on Pattern Analysis and Machine Intelligence >A Bayesian Additive Model for Understanding Public Transport Usage in Special Events
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A Bayesian Additive Model for Understanding Public Transport Usage in Special Events

机译:用于了解特殊事件中公共交通使用情况的贝叶斯可加模型

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摘要

Public special events, like sports games, concerts and festivals are well known to create disruptions in transportation systems, often catching the operators by surprise. Although these are usually planned well in advance, their impact is difficult to predict, even when organisers and transportation operators coordinate. The problem highly increases when several events happen concurrently. To solve these problems, costly processes, heavily reliant on manual search and personal experience, are usual practice in large cities like Singapore, London or Tokyo. This paper presents a Bayesian additive model with Gaussian process components that combines smart card records from public transport with context information about events that is continuously mined from the Web. We develop an efficient approximate inference algorithm using expectation propagation, which allows us to predict the total number of public transportation trips to the special event areas, thereby contributing to a more adaptive transportation system. Furthermore, for multiple concurrent event scenarios, the proposed algorithm is able to disaggregate gross trip counts into their most likely components related to specific events and routine behavior. Using real data from Singapore, we show that the presented model outperforms the best baseline model by up to 26 percent in and also has explanatory power for its individual components.
机译:众所周知,体育比赛,音乐会和节日之类的公共特殊事件会造成交通运输系统的中断,常常使运营商措手不及。尽管通常会提前计划好这些活动,但即使组织者和运输运营商进行协调,也很难预测其影响。当多个事件同时发生时,该问题会大大增加。为了解决这些问题,在新加坡,伦敦或东京等大城市中,通常都依赖于人工搜索和个人经验的昂贵过程。本文提出了一种具有高斯过程组件的贝叶斯加性模型,该模型将公共交通中的智能卡记录与有关事件的上下文信息相结合,该事件是从Web上连续挖掘的。我们使用期望传播开发了一种有效的近似推理算法,该算法使我们能够预测前往特殊事件区域的公共交通旅行的总数,从而为适应性更强的交通系统做出贡献。此外,对于多个并发事件场景,所提出的算法能够将总行程计数分解为与特定事件和例行行为相关的最有可能的组件。使用来自新加坡的真实数据,我们发现,提出的模型比最佳基准模型高出26%,并且其各个组成部分都具有解释力。

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