LGAIOct 3, 2022

Combined Dynamic Virtual Spatiotemporal Graph Mapping for Traffic Prediction

arXiv:2210.00704v11 citationsh-index: 1Has Code
Originality Incremental advance
AI Analysis

This work solves traffic prediction problems for urban management by introducing a novel method that improves over existing approaches, though it appears incremental in the context of spatiotemporal graph modeling.

The paper tackles traffic prediction by proposing a Combined Dynamic Virtual Spatiotemporal Graph Mapping (CDVGM) method, which addresses limitations in existing deep learning approaches like weak generalization and difficulty capturing long-term dependencies, and achieves state-of-the-art accuracy and generalization with fast convergence and low resource consumption.

The continuous expansion of the urban construction scale has recently contributed to the demand for the dynamics of traffic intersections that are managed, making adaptive modellings become a hot topic. Existing deep learning methods are powerful to fit complex heterogeneous graphs. However, they still have drawbacks, which can be roughly classified into two categories, 1) spatiotemporal async-modelling approaches separately consider temporal and spatial dependencies, resulting in weak generalization and large instability while aggregating; 2) spatiotemporal sync-modelling is hard to capture long-term temporal dependencies because of the local receptive field. In order to overcome above challenges, a \textbf{C}ombined \textbf{D}ynamic \textbf{V}irtual spatiotemporal \textbf{G}raph \textbf{M}apping \textbf{(CDVGM)} is proposed in this work. The contributions are the following: 1) a dynamic virtual graph Laplacian ($DVGL$) is designed, which considers both the spatial signal passing and the temporal features simultaneously; 2) the Long-term Temporal Strengthen model ($LT^2S$) for improving the stability of time series forecasting; Extensive experiments demonstrate that CDVGM has excellent performances of fast convergence speed and low resource consumption and achieves the current SOTA effect in terms of both accuracy and generalization. The code is available at \hyperlink{https://github.com/Dandelionym/CDVGM.}{https://github.com/Dandelionym/CDVGM.}

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