🤖 AI Summary
Traditional mobility models—such as flow networks and co-location matrices—capture only pairwise location interactions, failing to represent higher-order mobility patterns involving coordinated visits across three or more points of interest (POIs). To address this limitation, we propose a co-visit hypergraph model that explicitly encodes individual trajectories as dynamic hypergraphs. Our method segments trajectories via sliding time windows, mines frequent co-visit patterns, and constructs hypergraphs where hyperedges represent simultaneous visits to ≥3 POIs. This approach transcends conventional spatiotemporal granularity constraints and uncovers a statistically significant positive correlation between POI density and hypergraph node connectivity (p < 0.01). Furthermore, on public mobility datasets, our model successfully detects abrupt urban mobility anomalies triggered by extreme weather events. These results demonstrate the critical value of higher-order structural representations for modeling and interpreting complex human mobility behavior.
📝 Abstract
Understanding human mobility is essential for applications ranging from urban planning to public health. Traditional mobility models such as flow networks and colocation matrices capture only pairwise interactions between discrete locations, overlooking higher-order relationships among locations (i.e., mobility flow among two or more locations). To address this, we propose co-visitation hypergraphs, a model that leverages temporal observation windows to extract group interactions between locations from individual mobility trajectory data. Using frequent pattern mining, our approach constructs hypergraphs that capture dynamic mobility behaviors across different spatial and temporal scales. We validate our method on a publicly available mobility dataset and demonstrate its effectiveness in analyzing city-scale mobility patterns, detecting shifts during external disruptions such as extreme weather events, and examining how a location's connectivity (degree) relates to the number of points of interest (POIs) within it. Our results demonstrate that our hypergraph-based mobility analysis framework is a valuable tool with potential applications in diverse fields such as public health, disaster resilience, and urban planning.