Nonlinear Dynamic Models of Conflict via Multiplexed Interaction Networks
Gerardo Aquino, Weisi Guo, Alan Wilson

TL;DR
This paper introduces a multiplexed network model with nonlinear dynamics to predict conflict transitions at the city level, integrating geospatial, cultural, and political layers to improve understanding of conflict evolution.
Contribution
It develops a novel multilayer nonlinear dynamic model that captures multi-scale interactions and predicts conflict transitions with high accuracy, incorporating causal discovery.
Findings
Model predicts conflict transitions with F1 scores of 0.78 to 0.92.
Successfully forecasts emergence of new wars and peace periods.
Identifies key causal factors influencing conflict dynamics across different cases.
Abstract
The risk of conflict is exasperated by a multitude of internal and external factors. Current multivariate analysis paints diverse causal risk profiles that vary with time. However, these profiles evolve and a universal model to understand that evolution remains absent. Most of the current conflict analysis is data-driven and conducted at the individual country or region level, often in isolation. Consistent consideration of multi-scale interactions and their non-linear dynamics is missing. Here, we develop a multiplexed network model, where each city is modelled as a non-linear bi-stable system with stable states in either war or peace. The causal factor categories which exasperate the risk of conflict are each modelled as a network layer. We consider 3 layers: (1) core geospatial network of interacting cities reflecting ground level interactions, (2) cultural network of interacting…
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Taxonomy
TopicsTerrorism, Counterterrorism, and Political Violence · COVID-19 epidemiological studies · Political Conflict and Governance
