A Higher-Order Motif-Based Spatiotemporal Graph Imputation Approach for Transportation Networks

Difeng Zhu, Guojiang Shen, Jingjing Chen, Wenfeng Zhou, Xiangjie Kong
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引用次数: 8

Abstract

Due to the incomplete coverage and failure of traffic data collectors during the collection, traffic data usually suffers from information missing. Achieving accurate imputation is critical to the operation of transportation networks. Existing approaches usually focus on the characteristic analysis of temporal variation and adjacent spatial representation, and the consideration of higher-order spatial correlations and continuous data missing attracts more attentions from the academia and industry. In this paper, by leveraging motif-based graph aggregation, we propose a spatiotemporal imputation approach to address the issue of traffic data missing. First, through motif discovery, the higher-order graph aggregation model was presented in traffic networks. It utilized graph convolution network (GCN) to polymerize the correlated segment attributes of the missing data segments. Then, the multitime dimension imputation model based on bidirectional long short-term memory (Bi-LSTM) incorporated the recent, daily-periodic, and weekly-periodic dependencies of the historical data. Finally, the spatial aggregated values and the temporal fusion values were integrated to obtain the results. We conducted comprehensive experiments based on the real-world dataset and discussed the case of random and continuous data missing by different time intervals, and the results showed that the proposed approach was feasible and accurate.
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一种基于高阶模序的交通网络时空图插值方法
在采集过程中,由于交通数据采集器的不完全覆盖和故障,导致交通数据存在信息缺失的问题。实现准确的估算对交通网络的运行至关重要。现有方法多侧重于时间变化特征分析和相邻空间表示,而对高阶空间相关性和连续数据缺失的考虑更受到学术界和工业界的关注。在本文中,我们利用基于主题的图聚合,提出了一种时空插值方法来解决交通数据缺失的问题。首先,通过motif发现,提出了交通网络的高阶图聚合模型。利用图卷积网络(GCN)对缺失数据段的相关段属性进行聚合。在此基础上,建立了基于双向长短期记忆(Bi-LSTM)的历史数据近期依赖关系、日周期依赖关系和周周期依赖关系的多维数据归算模型。最后,对空间聚合值和时间融合值进行积分,得到结果。基于真实数据集进行了综合实验,讨论了不同时间间隔随机连续数据丢失的情况,结果表明所提出的方法是可行和准确的。
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