Atlanta Gun Violence Modeling via Nonstationary Spatio-temporal Point Processes
Zheng Dong, Yao Xie

TL;DR
This paper introduces a neural network-based non-stationary spatiotemporal point process model to better understand and predict the complex spread of gun violence in Atlanta, surpassing traditional stationary models in performance and interpretability.
Contribution
It develops a novel non-stationary kernel using neural networks for modeling gun violence, capturing complex dynamics more effectively than existing stationary Hawkes process models.
Findings
Enhanced predictive accuracy over stationary models
Insights into spatiotemporal propagation patterns
Effective modeling of non-homogeneous influence spread
Abstract
Analysis of gun violence in the United States has utilized various models based on spatiotemporal point processes. Previous studies have identified a contagion effect in gun violence, characterized by bursts of diffusion across urban environments, which can be effectively represented using the self-excitatory spatiotemporal Hawkes process. The Hawkes process and its variants have been successful in modeling self-excitatory events, including earthquakes, disease outbreaks, financial market movements, neural activity, and the viral spread of memes on social networks. However, existing Hawkes models applied to gun violence often rely on simplistic stationary kernels, which fail to account for the complex, non-homogeneous spread of influence and impact over space and time. To address this limitation, we adopt a non-stationary spatiotemporal point process model that incorporates a neural…
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Taxonomy
Topics3D Modeling in Geospatial Applications · Point processes and geometric inequalities
