Graph-Based Deep Modeling and Real Time Forecasting of Sparse Spatio-Temporal Data
About
We present a generic framework for spatio-temporal (ST) data modeling, analysis, and forecasting, with a special focus on data that is sparse in both space and time. Our multi-scaled framework is a seamless coupling of two major components: a self-exciting point process that models the macroscale statistical behaviors of the ST data and a graph structured recurrent neural network (GSRNN) to discover the microscale patterns of the ST data on the inferred graph. This novel deep neural network (DNN) incorporates the real time interactions of the graph nodes to enable more accurate real time forecasting. The effectiveness of our method is demonstrated on both crime and traffic forecasting.
Bao Wang, Xiyang Luo, Fangbo Zhang, Baichuan Yuan, Andrea L. Bertozzi, P. Jeffrey Brantingham• 2018
Related benchmarks
| Task | Dataset | Result | Rank | |
|---|---|---|---|---|
| Spatio-temporal forecasting | NYC Citi Bike (test) | RMSE6.08 | 33 | |
| Traffic Forecasting | TaxiBJ (test) | -- | 29 | |
| Crime Density Forecasting | Crime Data LA region [33.9519, 33.9951] x [-118.2635, -118.2262] 2015 (last two weeks) | RMSE (Cumulated Density)0.059 | 17 | |
| Crime intensity forecasting | Chicago Crime Data zip code 90003 Nov-Dec 2015 (test) | -- | 5 | |
| Crime Forecasting | CHI Crime Data Group 1 | RMSE (CDF)0.102 | 3 | |
| Crime Forecasting | CHI Crime Data Group 3 | RMSE (CDF)0.382 | 3 | |
| Crime Forecasting | CHI Crime Data Average | RMSE (CDF)0.258 | 3 | |
| Crime Forecasting | CHI Crime Data Group 2 | RMSE (CDF)0.181 | 3 |
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