Stability analysis of a nonlinear malaria transmission epidemic model using an effective numerical scheme
Malaria is a fever condition that results from Plasmodium parasites, which are transferred to humans by the attacks of infected female Anopheles mosquitos. The deterministic compartmental model was examined using stability theory of differential equations. The reproduction number was obtained to be asymptotically stable conditions for the disease-free, and the endemic equilibria were determined. More so, the qualitatively evaluated model incorporates time-dependent variable controls which was aimed at reducing the proliferation of malaria disease.
He, J. J., Aljohani, A., Mustafa, S., Shokri, A., Khalsaraei, M. M., & Mukalazi, H. (2024). Stability analysis of a nonlinear malaria transmission epidemic model using an effective numerical scheme. Scientific Reports, 14(1), 1-13.