Malaria is an infectious disease which causes a global health problem. This paper aims to
construct and analyze a malaria model with a seasonal factor and also apply optimal control …

Malaria is a life-threatening disease endemic in many African countries especially Nigeria. A
mathematical model is used to study the dynamics of malaria in Nigeria. The model …

This paper presents a mathematical model of malaria transmission considering the
resistance of malaria parasites to the anti-malarial drugs. The model also incorporates mass …

In this work, we present a model dynamic of malaria disease transmission in Papua
province, Indonesia. The parameters of the model are estimated based on the monthly …

In this study, we present a mathematical model of malaria transmission with a seasonality
effect to describe the dynamics of the infection. In the absent seasonality effect, we prove the …

This paper describes the impact of increasing carbon dioxide gas emissions on the growing
threat of global warming and its effect on melting polar ice caps using a mathematical model …

This paper studied the optimal control for the spread of the type SIR COVID-19 in Indonesia.
Optimal control provided by prevention of COVID-19 with Large-Scale Social Restrictions in …

In this paper, a mathematical model that describes the transmission dynamics of HIV/AIDS
with an awareness effect is studied. We analyze the existence and stability of the model …

Antimalarial drugs have been used as one of the main strategies for controlling this disease.
However, the spread of drug resistance in the Plasmodium falciparum parasite has …

In this work, we analyze a mathematical epidemic model with vaccination. We assumed the
vaccination has done on newborns and populations of susceptible individuals who have not …