[PDF][PDF] Optimal control on COVID-19 eradication program in Indonesia under the effect of community awareness
A total of more than 27 million confirmed cases of the novel coronavirus outbreak, also
known as COVID-19, have been reported as of September 7, 2020. To reduce its …
known as COVID-19, have been reported as of September 7, 2020. To reduce its …
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 …
Nonstandard finite differences numerical methods for a vegetation reaction–diffusion model
In this work we derive NonStandard Finite Differences (NSFDs)(Anguelov and Lubuma,
2001; Mickens, 2020) numerical schemes to solve a model consisting of reaction–diffusion …
2001; Mickens, 2020) numerical schemes to solve a model consisting of reaction–diffusion …
Global dynamics and optimal control of an age-structure Malaria transmission model with vaccination and relapse
SF Wang, L Hu, LF Nie - Chaos, Solitons & Fractals, 2021 - Elsevier
Malaria is a typical mosquito borne disease and one of the oldest human diseases, which is
still one of the most serious threats to public health. In the process of prevention and control …
still one of the most serious threats to public health. In the process of prevention and control …
COVID-19 outbreak: a predictive mathematical study incorporating shedding effect
In this paper, a modified SEIR epidemic model incorporating shedding effect is proposed to
analyze transmission dynamics of the COVID-19 virus among different individuals' classes …
analyze transmission dynamics of the COVID-19 virus among different individuals' classes …
On the advantages of nonstandard finite difference discretizations for differential problems
The goal of this work is to highlight the advantages of using NonStandard Finite Difference
(NSFD) numerical schemes for the solution of ordinary differential equations (ODEs) and …
(NSFD) numerical schemes for the solution of ordinary differential equations (ODEs) and …
Deterministic and stochastic dengue epidemic model: exploring the probability of extinction
Dengue, a vector-borne disease, threatens the life of humans in tropical and subtropical
regions. Hence, the dengue transmission dynamics need to be studied. An important aspect …
regions. Hence, the dengue transmission dynamics need to be studied. An important aspect …
Numerical analysis of linearly implicit Euler method for age-structured SIS model
Z Chen, Z Yang, D Sheng - Journal of Applied Mathematics and …, 2024 - Springer
In this paper, we consider a numerical threshold for a coupled age-structured SIS epidemic
model. We deal with the existence, convergence and stability of a linearly implicit Euler …
model. We deal with the existence, convergence and stability of a linearly implicit Euler …
[PDF][PDF] Analysis of an age-structured dengue model with multiple strains and cross immunity
TT Zheng, L Nie, Z Teng, Y Luo, S Wang - Electronic Journal of …, 2021 - real.mtak.hu
Dengue fever is a typical mosquito-borne infectious disease, and four strains of it are
currently found. Clinical medical research has shown that the infected person can provide …
currently found. Clinical medical research has shown that the infected person can provide …
Epidemiological Modelling of the Spread and Transmission of Infectious Diseases
M Schäfer - 2023 - kola.opus.hbz-nrw.de
In the last years, the public interest in epidemiology and mathematical modeling of disease
spread has increased–mainly caused by the COVID-19 pandemic, which has emphasized …
spread has increased–mainly caused by the COVID-19 pandemic, which has emphasized …