Modeling Heterogeneous Relations across Multiple Modes for Potential Crowd Flow Prediction

• URL: http://arxiv.org/abs/2101.06954v1
• Date: Mon, 18 Jan 2021 09:31:30 GMT
• Title: Modeling Heterogeneous Relations across Multiple Modes for Potential Crowd Flow Prediction
• Authors: Qiang Zhou, Jingjing Gu, Xinjiang Lu, Fuzhen Zhuang, Yanchao Zhao, Qiuhong Wang, Xiao Zhang
• Abstract summary: We propose a data driven approach, named MOHER, to predict the potential crowd flow in a certain mode for a new planned site. Specifically, we first identify the neighbor regions of the target site by examining the geographical proximity. Then, to aggregate these heterogeneous relations, we devise a cross-mode relational GCN, which can learn not only the correlations but also the differences between different transportation modes.
• Score: 26.92887395256311
• License: http://arxiv.org/licenses/nonexclusive-distrib/1.0/
• Abstract: Potential crowd flow prediction for new planned transportation sites is a fundamental task for urban planners and administrators. Intuitively, the potential crowd flow of the new coming site can be implied by exploring the nearby sites. However, the transportation modes of nearby sites (e.g. bus stations, bicycle stations) might be different from the target site (e.g. subway station), which results in severe data scarcity issues. To this end, we propose a data driven approach, named MOHER, to predict the potential crowd flow in a certain mode for a new planned site. Specifically, we first identify the neighbor regions of the target site by examining the geographical proximity as well as the urban function similarity. Then, to aggregate these heterogeneous relations, we devise a cross-mode relational GCN, a novel relation-specific transformation model, which can learn not only the correlations but also the differences between different transportation modes. Afterward, we design an aggregator for inductive potential flow representation. Finally, an LTSM module is used for sequential flow prediction. Extensive experiments on real-world data sets demonstrate the superiority of the MOHER framework compared with the state-of-the-art algorithms.

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