Finite-Difference Schemes for Reaction–Diffusion Equations Modeling Predator–Prey Interactions in MATLAB
By Marcus R. Garvie. Bulletin of Mathematical Biology, 2007
312 citations recorded by the source corpus.
Subfields: Modeling and Simulation, Numerical Analysis, Public Health, Environmental and Occupational Health
View Paper: https://www.semanticscholar.org/paper/c384b8b8926cd306aedbb30b84e7363187ea6016
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Citations in the corpus
- Predator cannibalism can give rise to regular spatial pattern in a predator–prey system (2009, background): “with Holling type II [14, 35] and predator cannibalism.”
- Pattern formation of a predator-prey system with Ivlev-type functional response (2008, methodology): “2 in two-dimensional space using a finite difference approximation for the spatial derivatives and an explicit Euler method for the time integration (Garvie, 2007) with a time stepsize of ∆t = 1/3 and space stepsize ∆h = 1/24.”