A mathematical model of malaria transmission with the inﬂow of infective immi-
grants is presented. The epidemic threshold, existence of equilibria as well as permanence criteria of the model are investigated. The model is extended to incorporate and analyse the eﬀects of seasonality in the transmission rates. Finally numerical analysis is carried out to determine the behaviour of the models under diﬀerent scenarios.
|Number of pages||16|
|Journal||International Journal of Applied Mathematics and Computation|
|Publication status||Published - 2010|
Chiyaka, C., Musuka, G., Magombedze, G., & Mukandavire, Z. (2010). Malaria model with immigration of infectives and seasonal forcing in transmission. International Journal of Applied Mathematics and Computation, 2(3), 1-16.