Soluciones numéricas para diferentes casos del modelo biológico no lineal de presa- depredador
Author:
Affiliation:
1. Universidad Nacional Autónoma de Chota
2. Universidad Señor de Sipán S.A.C.
3. Universidad César Vallejo
4. Universidad Nacional de Frontera
Abstract
Publisher
Revista de la Universidad del Zulia, Universidad del Zulia
Reference18 articles.
1. Ash, J. H. (1965). An Adams Runge-Kutta subroutine for systems of ordinary differential equations. Toronto. University of Toronto.
2. Batiha, B. (2014). The solution of the prey and predator problem by differential transformation method. International Journal of Basic and Applied Sciences, 4(1), pp.36-43.
3. Bashkirtseva, I. and Ryashko, L. (2014). Analysis of the noise-induced regimes in Ricker population model with Allee effect via confidence domains technique. BioMed research international, 2014.
4. Biazar, J. and Montazeri, R. (2005). A computational method for solution of the prey and predator problem. Applied Mathematics and Computation, 163(2), pp.841-847.
5. Bildik, N. and Deniz, S. (2016). The Use of Sumudu Decomposition Method for Solving Predator-Prey Systems. Mathematical Sciences Letters, 5(3), pp.285-289.
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