[HTML][HTML] Optimal control and comprehensive cost-effectiveness analysis for COVID-19

JKK Asamoah, E Okyere, A Abidemi, SE Moore… - Results in Physics, 2022 - Elsevier
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 …

[HTML][HTML] Public health effects of travel-related policies on the COVID-19 pandemic: A mixed-methods systematic review

L Bou-Karroum, J Khabsa, M Jabbour, N Hilal… - Journal of Infection, 2021 - Elsevier
Objectives To map travel policies implemented due to COVID-19 during 2020, and conduct
a mixed-methods systematic review of health effects of such policies, and related contextual …

Optimal Control Strategies of COVID‐19 Dynamics Model

TD Keno, HT Etana - Journal of mathematics, 2023 - Wiley Online Library
In this paper, we proposed the optimal control for the dynamics of COVID‐19 with cost
effectiveness strategies. First, we showed that model solution is positive, and bounded in a …

Fractal-fractional order dynamics and numerical simulations of a Zika epidemic model with insecticide-treated nets

E Addai, L Zhang, J Ackora-Prah, JF Gordon… - Physica A: Statistical …, 2022 - Elsevier
Fractional order and fractal order are mathematical tools that can be used to model real-
world problems. In order to demonstrate the usefulness of these operators, we develop a …

[HTML][HTML] A fractal–fractional model of Ebola with reinfection

IK Adu, FA Wireko, C Sebil, JKK Asamoah - Results in Physics, 2023 - Elsevier
In this article, we have studied the dynamics of the Ebola virus disease by means of
fractional differentiation combined with a fractal dimension. It has been shown explicitly that …

[HTML][HTML] A comprehensive cost-effectiveness analysis of control of maize streak virus disease with Holling's Type II predation form and standard incidence

B Seidu, JKK Asamoah, EN Wiah, J Ackora-Prah - Results in Physics, 2022 - Elsevier
Maize streak virus disease, caused by the maize streak virus, has been identified as severe
vector-borne disease in Africa. In most regions of the continent, the disease is generally …

A mathematical model on the transmission dynamics of typhoid fever with treatment and booster vaccination

A Kailan Suhuyini, B Seidu - Frontiers in Applied Mathematics and …, 2023 - frontiersin.org
Typhoid fever is a potentially fatal illness that is caused by the bacteria Salmonella typhi. In
this study, a deterministic mathematical model was formulated to look into transmission …

[HTML][HTML] Mathematical modelling of earlier stages of COVID-19 transmission dynamics in Ghana

E Acheampong, E Okyere, S Iddi, JHK Bonney… - Results in physics, 2022 - Elsevier
In late 2019, a novel coronavirus, the SARS-CoV-2 outbreak was identified in Wuhan, China
and later spread to every corner of the globe. Whilst the number of infection-induced deaths …

Mathematical analysis of the role of host-to-host transmission of Maize Streak Virus Disease with Atangana-Baleanu derivative

B Seidu - Arab Journal of Basic and Applied Sciences, 2024 - Taylor & Francis
In this article a deterministic model for Maize Streak Virus Disease (MSVD) using a fractional-
order differential equation with the Atangana-Baleanu Caputo-type operator is developed …

Robust COVID-19 vaccination control in a multi-city dynamic transmission network: A novel reinforcement learning-based approach

B Song, X Wang, P Sun, A Boukerche - Journal of Network and Computer …, 2023 - Elsevier
Vaccines are a highly effective intervention in mitigating the COVID-19 pandemic, but with
limited resources, an optimal vaccine allocation plan is essential for reducing the number of …