SANGARE Boureima: Modélisation et Analyse numérique

1) B. Traoré, O. Koutou, and B. Sangaré. Global dynamics of a seasonnal mathematical model of schistosomiasis transmission with general incidence function. Journal of Biological Systems, 27(1) : 1-31, 2019.
2) O. Koutou, B. Traoré, and B. Sangaré. Mathematical model of malaria transmission dynamics with distributed delay and a wide class of nonlinear incidence rates. Cogent Mathematics and statistics, 5(1) : 1-25, 2018.
3) O. Koutou, B. Traoré, and B. Sangaré. Mathematical modeling of malaria transmission global dynamics : taking into account the immature stages of the vectors. Advance in Difference Equations, 2018(220) : 1-34, 2018.
4) B. Traoré, B. Sangaré, and S. Traoré. A mathematical model of malaria transmission in periodic environment. Journal of Biological Dynamics, 12(1) : 400-432, 2018.
5) B. Traoré, B. Sangaré, and S. Traoré. Mathematical model of mosquito populations dynamics with logistic growth in a periodic environment. Annals of the University of Craiova, Mathematics and Computer Science Series, 45(1) : 86-102, 2018.
6) H. Ouedraogo, W. Ouedraogo, and B. Sangaré. A self-diffusion mathematical model to describe the toxin effect on the zooplankton-phytoplankton dynamics. Nonlinear Dynamics and Systems Theory, 18(4) : 392-408, 2018.
7) W. Ouedraogo, H. Ouedraogo, and B. Sangaré. A reaction diffusion model to describe the toxin effect on the fi sh-plankton population. Journal of Mathematics, 2018 : 1-15, 2018.