Spatial Conflict Analysis
Also known as: Spatial Analysis of War and Peace, Geographic Conflict Modeling, Spatial Econometrics of Conflict, Georeferenced Conflict Analysis
Spatial conflict analysis models armed conflict while taking geography seriously: conflict is not randomly scattered but clusters in space, and a place's risk depends on its neighbors. Building on georeferenced data and spatial-statistical methods — as in Ward and Gleditsch's (2002) MCMC approach to the spatial context of war and peace — it uses spatial weights, tests for spatial autocorrelation, and fits spatial regression models so that conflict, peace, and their predictors are analyzed as interdependent across locations rather than as isolated observations.
Key highlights
- Corrects the bias and false precision that arise from ignoring spatial dependence.
- Separates a unit's own drivers from spillovers received from neighbors.
- Exploits fine georeferenced conflict data (UCDP-GED, ACLED) for high-resolution analysis.
- Connects conflict research to the mature toolkit of spatial statistics and econometrics.
Intuition
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How it works
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When to use it
Use spatial conflict analysis whenever conflict data are georeferenced and outcomes are likely interdependent across locations — which is the norm — so that ignoring spatial dependence would bias estimates and miss spillovers. It suits subnational (grid-cell or district) and cross-national analyses of where violence occurs and spreads. It is less necessary when units are genuinely spatially independent, when no sensible neighbor structure exists, or when the question is purely temporal; it complements diffusion-specific and event-data analyses.
Strengths & limitations
- Corrects the bias and false precision that arise from ignoring spatial dependence.
- Separates a unit's own drivers from spillovers received from neighbors.
- Exploits fine georeferenced conflict data (UCDP-GED, ACLED) for high-resolution analysis.
- Connects conflict research to the mature toolkit of spatial statistics and econometrics.
- Results depend heavily on the chosen spatial weights matrix, which is a modeling assumption.
- Distinguishing true contagion (spatial lag) from common shocks (spatial error) is difficult.
- Spatial models for binary/rare conflict outcomes are computationally demanding.
- Modifiable areal unit problems mean conclusions can change with the spatial unit chosen.
Common pitfalls
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Applications
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Frequently asked
What is a spatial weights matrix and why does it matter?
It is the matrix W that defines which units are neighbors and how strongly, based on contiguity, distance, or nearest neighbors. Every spatial test and model operates through W, so the choice is a substantive modeling assumption: different definitions of 'neighbor' can change the estimated spatial dependence and the conclusions. Best practice specifies W on theoretical grounds and checks robustness to alternatives.
What is the difference between a spatial lag and a spatial error model?
A spatial lag (autoregressive) model includes the spatially weighted outcome of neighbors as a predictor (y = ρWy + Xβ + ε), representing genuine interdependence or diffusion — conflict next door raises conflict here. A spatial error model places the dependence in the disturbances (ε = λWε + u), representing spatially correlated unobserved factors rather than a causal spillover. Choosing between them shapes whether you interpret clustering as contagion or as shared context.
Why can't I read spatial-lag effects straight off the coefficients?
Because in a spatial-lag model a change in one unit's covariate affects its neighbors through Wy, which feeds back to the unit itself. The total impact therefore splits into a direct effect (on the unit) and indirect/spillover effects (transmitted across neighbors), and these must be computed from the model's reduced form. Reporting the raw β alone understates and mischaracterizes the covariate's influence.
Sources
- 1.Ward, M. D., & Gleditsch, K. S. (2002). Location, location, location: An MCMC approach to modeling the spatial context of war and peace. Political Analysis, 10(3), 244–260.
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Cite this page
ScholarGate. (2026, June 22). Spatial Conflict Analysis. ScholarGate. https://scholargate.app/international-relations/spatial-conflict-analysis