4.7 Article

Traffic Flow Prediction Based on Spatiotemporal Potential Energy Fields

Journal

IEEE TRANSACTIONS ON KNOWLEDGE AND DATA ENGINEERING
Volume 35, Issue 9, Pages 9073-9087

Publisher

IEEE COMPUTER SOC
DOI: 10.1109/TKDE.2022.3221183

Keywords

Field theory for human mobility; interpretable traffic prediction; potential energy fields; spatiotemporal data mining

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Traffic flow prediction is a fundamental problem in spatiotemporal data mining. Existing studies mainly focus on data-driven approaches and fail to reveal the mechanisms of urban traffic. To address this, we propose the ST-PEF+ model, which applies field theory to interpret urban traffic mechanisms and combines it with data-driven deep learning. The model extracts potential energy fields (PEFs) based on grid-based traffic flow graphs and learns a spatiotemporal deep learning model to predict PEF dynamics, outperforming state-of-the-art baselines.
Traffic flow prediction is a fundamental problem in spatiotemporal data mining. Most of the existing studies focuses on designing statistical models to fit historical traffic data, which are purely data-driven approaches and fail to reveal the underlying mechanisms of urban traffic. To address this issue, we propose the spatiotemporal potential energy field model (ST-PEF+), which applies the field theory for human mobility to interpret the underlying mechanisms of urban traffic, and introduces the theory into data-driven deep learning models. ST-PEF+ consists of a PEF extraction module and a data-driven module. Inspired by the field theory for human mobility, the PEF extraction module adopts an algorithm to decompose the grid-based traffic flow graph into several polytree-based potential energy fields (PEFs), where traffic flows from high potential locations to low potential locations, just as water is driven by the gravity field. We also provide a theoretical analysis to ensure that the polytree decomposition algorithm can decompose any traffic flow graph. In the data-driven module, ST-PEF+ learns a spatiotemporal deep learning model to predict the dynamics of PEFs. The model adopts correlation-adaptive neural network structures, which consists of a temporal component for temporal correlations and a spatial component for spatial correlations. The temporal component employs a GRU and DCN combined structure to capture both short-term autocorrelation and long-term repeating patterns of PEFs. The spatial component extends the GAT using weighted directed attention to model the asymmetric spatial structure in PEFs. The prediction results of traffic flow are finally derived from PEFs that are predicted by the spatiotemporal deep learning model. We conduct extensive evaluations on three real-world traffic datasets. The results show that our model outperforms the state-of-the-art baselines. In addition, case studies confirm that the PEFs learned in our framework can reveal the underlying mechanisms of urban traffic, thus improving the model interpretability.

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