Mathematical model-based analysis has proven its potential as a critical tool in the battle
against COVID-19 by enabling better understanding of the disease transmission dynamics …

Cost-effectiveness analysis is a mode of determining both the cost and economic health
outcomes of one or more control interventions. In this work, we have formulated a non …

In the present study, we develop a fractional Zika virus model with mutation, which causes
new birth problems in infected pregnant women and further spread in society. As a …

We formulate a new mathematical model for the Zika infection with mutations and optimal
controls. The Zika virus with mutations that cause defects in the newly birth for infected …

This paper presents a two-strain compartmental dengue model with variable humans and
mosquitoes populations sizes. The model incorporates two control measures: Dengvaxia …

The outbreak of COVID-19 caused by SARS-CoV-2 in Wuhan and other cities in China in
2019 has become a global pandemic as declared by World Health Organization (WHO) in …

As there are no targeted medicines or vaccines for newly emerging infectious diseases,
isolation among communities (villages, cities, or countries) is one of the most effective …

Globally, informed decision on the most effective set of restrictions for the containment of
COVID-19 has been the subject of intense debates. There is a significant need for a …

We formulate and analyze Zika virus transmission model with three nonlinear forces of
infection from infected mosquito, asymptomatic and symptomatic humans. The sensitivity …

In this paper, we formulate and analyse a nonlinear optimal control problem for a Zika virus
(ZIKV) infection model with sexual transmission route. An existing deterministic 11 …