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Project

Mathematical modeling and simulation of crime

Rationale: Crime is shaped by both spatial-temporal dynamics and social structures, yet most models treat these dimensions separately. This project bridges this gap by integrating mathematical modeling, simulation, and network analysis to understand how co-offending networks influence crime patterns in space and time.

Objective: Model crime dynamics by linking social networks to spatial and temporal distributions.

Approach: Combining computational methods, such as agent-based models and reaction-diffusion partial differential equations, with graph-theoretic methods, such as centrality and community detection analysis, to model offender behavior across space, time, and networks. Validate with real-world data.

Impact: Reveal interactions between social and spatiotemporal crime mechanisms, test interventions, and support evidence-based policing through simulations.

Date:1 Jan 2025 →  Today
Keywords:network criminology, quantitative criminology, spatiotemporal criminology, computational criminology, crime
Disciplines:Causes and prevention of crime, High performance computing, Complex systems, Criminology not elsewhere classified, Criminological theories, Modelling and simulation, Applied mathematics in specific fields not elsewhere classified, Criminography and methods of criminological investigation