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Simultaneous Incomplete Traffic Data Imputation and Similarity Pattern Discovery with Bayesian Nonparametric Tensor Decomposition

机译:与贝叶斯非参数张量分解同时不完全交通数据避难和相似性模式发现

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摘要

A crucial task in traffic data analysis is similarity pattern discovery, which is of great importance to urban mobility understanding and traffic management. Recently, a wide range of methods for similarities discovery have been proposed and the basic assumption of them is that traffic data is complete. However, missing data problem is inevitable in traffic data collection process due to a variety of reasons. In this paper, we propose the Bayesian nonparametric tensor decomposition (BNPTD) to achieve incomplete traffic data imputation and similarity pattern discovery simultaneously. BNPTD is a hierarchical probabilistic model, which is comprised of Bayesian tensor decomposition and Dirichlet process mixture model. Furthermore, we develop an efficient variational inference algorithm to learn the model. Extensive experiments were conducted on a smart card dataset collected in Guangzhou, China, demonstrating the effectiveness of our methods. It should be noted that the proposed BNPTD is universal and can also be applied to other spatiotemporal traffic data.
机译:交通数据分析中的一个关键任务是相似性模式发现,这对城市移动性理解和交通管理非常重要。最近,已经提出了广泛的相似性发现方法,并且它们的基本假设是交通数据完成。但是,由于各种原因,缺少数据问题在交通数据收集过程中是不可避免的。在本文中,我们提出了贝叶斯非参数张量分解(BNPTD),以同时实现不完全的交通数据归纳和相似性模式发现。 BNPTD是一种分层概率模型,由贝叶斯张量分解和Dirichlet过程混合模型组成。此外,我们开发了一个有效的变分推理算法来学习模型。在中国广州市收集的智能卡数据集上进行了广泛的实验,展示了我们方法的有效性。应该注意的是,所提出的BNPTD是普遍的,也可以应用于其他时空交通数据。

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