Smart City Gnosys

Smart city article details

Title Comparing Aggregated And Separate Models For Crowd Density Forecasting
ID_Doc 15086
Authors Sardinha I.; Rocha A.P.; Rossetti R.J.F.
Year 2025
Published Lecture Notes in Computer Science (including subseries Lecture Notes in Artificial Intelligence and Lecture Notes in Bioinformatics) , 14967 LNAI
DOI http://dx.doi.org/10.1007/978-3-031-73497-7_31
Abstract Crowd density forecasting applied to smart cities is a task that can provide essential data for a city planner to use in different applications either for long-term optimization strategies, such as building infrastructure, or for daily operations, such as traffic network mapping, security allocation, and organizing events. Predicting crowd density can be seen as a time-series problem that analyses spatio-temporal data on a network representing the number of people in a specific space and the flow between these spaces over time, which is the factor that changes the density. Although modern machine learning algorithms efficiently predict spatial and temporal data, joining the two can still be challenging. This work compares approaches for predicting temporal data and adding spatial information to predict spatio-temporal data. This is done by implementing forecasting methods individually for zones of a city and then single models for the whole city and empirically comparing their results. Different machine learning and deep learning methods are created using mobile communications data from a city in Portugal. The best results were obtained by Graph Neural Networks (GNN), an architecture of deep learning optimized for graph-structured data, such as geographical inputs. It obtained a mean absolute error of 0.5 compared to 31.9 from the second-best model. Individual zones from other methods had comparable results; however, only GNNs could keep consistent results throughout the city. © The Author(s), under exclusive license to Springer Nature Switzerland AG 2025.
Author Keywords Crowd flow; Ensemble Models; Spatio-Temporal Data; Time Series


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