Rogue Wave Modeling of Herder–Farmer Conflicts in OGWASHI-UKU, Delta State, Nigeria
Authors
Ejinkonye Ifeoma. O
Department of Mathematics, Admiralty University of Nigeria, Ibusa, Delta State, Nigeria. (NG)
Mankilik Isaac. M
Department of Mathematics, Admiralty University of Nigeria, Ibusa, Delta State, Nigeria. (NG)
Article Information
DOI: 10.51583/IJLTEMAS.2025.1408000176
Subject Category: MATHEMATICS
Volume/Issue: 14/8 | Page No: 1386-1391
Publication Timeline
Submitted: 2025-09-20
Published: 2025-09-20
Abstract
Abstract: Violent flare-ups in herder–farmer conflict often appear suddenly, peak sharply, and dissipate unpredictably across communities. This project adapts rogue-wave dynamics—rare, high-amplitude events emerging from modulation instability in nonlinear systems—to explain and predict such outbreak patterns in Delta State. We model incident intensity as a nonlinear wave field coupled to slow-varying socio-environmental drivers (land use, market shocks, rainfall, policing). Using geocoded incident data (2010–2025), we will (i) test whether conflict clusters exhibit rogue-wave signatures, (ii) estimate conditions that precipitate “surge” events, and (iii) simulate targeted early-warning and response strategies. Outputs include an open dataset, a calibrated model, ward-level risk maps, and policy briefs for state actors and community stakeholders. Existing statistical or diffusion models struggle to capture sudden, high-amplitude incident spikes and their rapid spatial spillovers in Delta State. There is a need for a predictive, interpretable framework that identifies instability windows and guides timely prevention.
Keywords
Rogue waves, Herder–farmer conflict, Nonlinear PDE, Ogwashi-Uku, Conflict modelling
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References
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