Optimal control of pneumonia transmission model with seasonal factor: Learning from Jakarta incidence data
Pneumonia is a dangerous disease that can lead to death without proper treatment. It is
caused by a bacterial infection that leads to the inflammation of the air sacs in human lungs …
caused by a bacterial infection that leads to the inflammation of the air sacs in human lungs …
[HTML][HTML] A Pontryagin's maximum principle and optimal control model with cost-effectiveness analysis of the COVID-19 epidemic
The COVID-19 pandemic has ravaged almost every part of the world, causing severe loss of
life and economic damage to the world economy. This study proposes a mathematical …
life and economic damage to the world economy. This study proposes a mathematical …
[HTML][HTML] A fractional derivative modeling study for measles infection with double dose vaccination
This study proposes a novel mathematical framework to study the spread dynamics of
diseases. A measles model is developed by dividing the vaccinated compartment into the …
diseases. A measles model is developed by dividing the vaccinated compartment into the …
Assessing the impact of relapse, reinfection and recrudescence on malaria eradication policy: a bifurcation and optimal control analysis
In the present study, we propose and analyze an epidemic mathematical model for malaria
dynamics, considering multiple recurrent phenomena: relapse, reinfection, and …
dynamics, considering multiple recurrent phenomena: relapse, reinfection, and …
On the modeling of COVID-19 transmission dynamics with two strains: insight through caputo fractional derivative
The infection dynamics of COVID-19 is difficult to contain due to the mutation nature of the
SARS-CoV-2 virus. This has been a public health concern globally with the impact of the …
SARS-CoV-2 virus. This has been a public health concern globally with the impact of the …
Modeling fractional order dynamics of syphilis via Mittag-Leffler law
Syphilis is one the most dangerous sexually transmitted disease which is common in the
world. In this work, a mathematical model is formulated with an emphasis on treatment. The …
world. In this work, a mathematical model is formulated with an emphasis on treatment. The …
An optimal control model to understand the potential impact of the new vaccine and transmission-blocking drugs for malaria: A case study in papua and west papua …
Malaria is one of the major causes of a high death rate due to infectious diseases every
year. Despite attempts to eradicate the disease, results have not been very successful. New …
year. Despite attempts to eradicate the disease, results have not been very successful. New …
[HTML][HTML] On mathematical modeling of fractional-order stochastic for tuberculosis transmission dynamics
Tuberculosis remains one of the most dangerous diseases globally and has affected many
people in Sub-Saharan Africa. In this paper, a fractional stochastic model of tuberculosis …
people in Sub-Saharan Africa. In this paper, a fractional stochastic model of tuberculosis …
On the mathematical modeling of schistosomiasis transmission dynamics with heterogeneous intermediate host
Schistosomiasis is a neglected disease affecting almost every region of the world, with its
endemicity mainly experience in sub-Saharan Africa. It remains difficult to eradicate due to …
endemicity mainly experience in sub-Saharan Africa. It remains difficult to eradicate due to …
Dynamic analysis and optimal control of COVID-19 with comorbidity: A modeling study of Indonesia
Comorbidity is defined as the coexistence of two or more diseases in a person at the same
time. The mathematical analysis of the COVID-19 model with comorbidities presented …
time. The mathematical analysis of the COVID-19 model with comorbidities presented …