This analysis studies numerical solutions of a population dynamics model for desert locusts, highlighting stability and convergence.
Consider a linear system of a locust population dynamics model structured on age, space with non-local boundary conditions. The behavior of the terms of the numerical solutions of this model is studied using the finite difference method, as well as the convergence (consistency and stability) of the method. Numerical illustrations of the schemes are proposed.
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Ramde et al. (2025) studied this question.
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