[HTML][HTML] Analysis of a fractional order Bovine Brucellosis disease model with discrete generalized Mittag–Leffler kernels
Bovine Brucellosis, a zoonotic disease, can infect cattle in tropical and subtropical areas. It
remains a critical issue for both human and animal health in many parts of the world …
remains a critical issue for both human and animal health in many parts of the world …
[HTML][HTML] Numerical simulation and analysis of the stochastic hiv/aids model in fractional order
The current work analyzes the HIV/AIDS model under stochastic fractional differential
equations in the Caputo sense. The articulation of the model both in integer and arbitrary …
equations in the Caputo sense. The articulation of the model both in integer and arbitrary …
[HTML][HTML] Numerical assessment of multiple vaccinations to mitigate the transmission of COVID-19 via a new epidemiological modeling approach
Vaccines play a crucial role in mitigating the transmission of COVID-19. The primary
objective of COVID-19 vaccination campaigns is to induce immunity in individuals, thereby …
objective of COVID-19 vaccination campaigns is to induce immunity in individuals, thereby …
[HTML][HTML] Modeling and global stability analysis of COVID-19 dynamics with optimal control and cost-effectiveness analysis
HW Berhe, AA Gebremeskel, ZT Melese… - … Differential Equations in …, 2024 - Elsevier
In addressing the global challenges posed by COVID-19, this study introduces a
mathematical model aimed at investigating the transmission dynamics of COVID-19 and …
mathematical model aimed at investigating the transmission dynamics of COVID-19 and …
Dynamical behavior of the SEIARM-COVID-19 related models
In this study, the analytical, integrability, and dynamical properties of an epidemic COVID-19
model called SEIARM, a six-dimensional coupled nonlinear system of ordinary differential …
model called SEIARM, a six-dimensional coupled nonlinear system of ordinary differential …
Mathematical Modeling and Analysis of COVID‐19 Infection: Application to the Kingdom of Saudi Arabia Data
E Alzahrani, MA Khan - Journal of Mathematics, 2023 - Wiley Online Library
To evaluate the probable effects of the COVID‐19 outbreak on Saudi Arabia, a novel
dynamical model is developed. Using the most recent instances of COVID‐19 infection that …
dynamical model is developed. Using the most recent instances of COVID‐19 infection that …
Dynamics Analysis of a Delayed Crimean‐Congo Hemorrhagic Fever Virus Model in Humans
KQ Al-Jubouri, RK Naji - Journal of Applied Mathematics, 2024 - Wiley Online Library
Given that the Crimean and Congo hemorrhagic fever is one of the deadly viral diseases
that occur seasonally due to the activity of the carrier “tick,” studying and developing a …
that occur seasonally due to the activity of the carrier “tick,” studying and developing a …
Simulation of COVID-19 Epidemic from Potential Viral Loads in Saudi Arabian Wastewater Treatment Plants
SARS-CoV-2 is a contagious respiratory virus that has been discovered in sewage, human
waste, and wastewater treatment facilities. Wastewater surveillance has been considered …
waste, and wastewater treatment facilities. Wastewater surveillance has been considered …
BOUNDEDNESS AND EXISTENCE ANALYSIS SOLUTION OF AN OPTIMAL CONTROL PROBLEMS ON MATHEMATICAL COVID-19 MODEL
L Hakim, L Widayanti - BAREKENG: Jurnal Ilmu Matematika dan …, 2024 - ojs3.unpatti.ac.id
The investigation given right here is part of a literature review on mathematical models that
apply analytical mathematics. The present work focuses on the COVID-19 model, which …
apply analytical mathematics. The present work focuses on the COVID-19 model, which …
[PDF][PDF] Partial Differential Equations in Applied Mathematics
HW Berhe, AA Gebremeskel, ZT Melese - researchgate.net
In addressing the global challenges posed by COVID-19, this study introduces a
mathematical model aimed at investigating the transmission dynamics of COVID-19 and …
mathematical model aimed at investigating the transmission dynamics of COVID-19 and …