Mathematical models to study the dynamics of malaria continue to be developed and
upgraded on the parasite component, which is the causative agent for malaria; on the …

The main purpose of this article is to formulate a deterministic mathematical model for the
transmission of malaria that considers two host types in the human population. The first type …

Mathematical models have been used to provide an explicit framework for understanding
malaria transmission dynamics in human population for over 100 years. With the disease …

In this thesis we will consider two mathematical models on malaria transmission and
pathogenesis. The transmission model is a human-mosquito interaction model that …

Asymptomatic individuals in the context of malarial disease are subjects who carry a
parasite load, but do not show clinical symptoms. A correct understanding of the influence of …

Mathematical models have been used to provide an explicit framework for understanding
malaria transmission dynamics in human population for over 100 years. With the disease …

A reproductive stage-structured deterministic differential equation model for the population
dynamics of the human malaria vector is derived and analysed. The model captures the …

Malaria continues to be a major public health concern all over the world even after effective
control policies have been employed, and considerable understanding of the disease …

In this work, we developed a compartmental bio-mathematical model to study the effect of
treatment in the control of malaria in a population with infected immigrants. In particular, the …

In this paper a conceptual mathematical model of malaria transmission proposed in a
previous paper has been analyzed in a deeper detail. Among its key epidemiological …