提出PAST模型,用主辅模式联合建模交通数据缺失填补。
PAST: A Primary-Auxiliary Spatio-Temporal Network for Traffic Time Series Imputation
- 分主辅两类模式:主模式抓数据点内部关系,辅模式学时间节点外部特征
- 在三种数据集上27种缺失条件下,RMSE最高降26.2%,MAE最高降31.6%
- 适合处理随机、断链、区块等复杂缺失场景的交通时序填补任务
交通时序填补对智能交通系统的安全与可靠性至关重要,但随机缺失、光缆缺失和区块缺失等多种缺失类型使该任务极具挑战。现有方法通常基于数据点间关系分离建模空间与时间模式,却难以适应随机缺失位置,且无法捕捉长程与大规模依赖,尤其在广泛缺失条件下表现不佳。本文将模式分为两类:源于数据点内部关系的主模式,以及受时间戳和节点属性等外部因素影响的辅模式。为此提出主辅时空网络(PAST),包含图融合模块(GIM)与交叉门控模块(CGM)。GIM通过带区间感知丢弃的动态图与多阶卷积捕捉主模式;CGM则通过双向门控机制提取嵌入的外部特征所蕴含的辅模式。两模块通过共享隐藏向量交互,并在集成自监督框架下联合训练。在三个数据集上27种缺失条件下的实验表明,PAST的填补精度优于七种先进基线模型,RMSE最高提升26.2%,MAE最高提升31.6%。
原文摘要 · Abstract (English)
Traffic time series imputation is crucial for the safety and reliability of intelligent transportation systems, while diverse types of missing data, including random, fiber, and block missing make the imputation task challenging. Existing models often focus on disentangling and separately modeling spatial and temporal patterns based on relationships between data points. However, these approaches struggle to adapt to the random missing positions, and fail to learn long-term and large-scale dependencies, which are essential in extensive missing conditions. In this paper, patterns are categorized into two types to handle various missing data conditions: primary patterns, which originate from internal relationships between data points, and auxiliary patterns, influenced by external factors like timestamps and node attributes. Accordingly, we propose the Primary-Auxiliary Spatio-Temporal network (PAST). It comprises a graph-integrated module (GIM) and a cross-gated module (CGM). GIM captures primary patterns via dynamic graphs with interval-aware dropout and multi-order convolutions, and CGM extracts auxiliary patterns through bidirectional gating on embedded external features. The two modules interact via shared hidden vectors and are trained under an ensemble self-supervised framework. Experiments on three datasets under 27 missing data conditions demonstrate that the imputation accuracy of PAST outperforms seven state-of-the-art baselines by up to 26.2% in RMSE and 31.6% in MAE.
Thank you to arXiv for use of its open access interoperability. PaperDance 不是 arXiv 官方产品;中文卡片由大模型生成,请以原文为准。