Integrative Learning of Dynamically Evolving Multiplex Graphs and Nodal Attributes Using Neural Network Gaussian Processes with an Application to Dynamic Terrorism Graphs
arXiv stat.ML / 3/24/2026
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Key Points
- The paper studies how multiplex graphs (multiple interaction layers) and evolving nodal attributes co-evolve over time in contexts like terrorism networks, where links may be partially hidden.
- It proposes a statistically principled “dynamic joint learner” framework that jointly integrates graph layers and node attributes using time-varying stochastic latent factor models.
- To model latent factors with temporal dynamics and uncertainty, the method uses neural network Gaussian processes (NN-GP), combining Gaussian-process uncertainty propagation with deep neural network-based covariance structure.
- Simulation results indicate the approach improves inferential and predictive performance, including predicting unobserved dynamic relationships and friend-and-foe clustering patterns.
- The work is positioned as potentially useful for counter-terrorism research by providing uncertainty-aware predictions of relationships between organizations and their attributes.
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