Motivation is provided for the development of an SIRS epidemiological model with both vaccination and isolation control strategies. The model is then formulated and analyzed. In particular, the conditions for the existence of multiple endemic equilibria are given. The backward bifurcation, forward bifurcation and saddle–node bifurcation are explored. When the control reproduction numbers are below or over unity, local and global stabilities of the disease-free equilibrium and endemic equilibria are proved under certain parameter conditions. The critical vaccination rate and isolation rate are calculated, which determine the disease’s endemicity
This paper presents a formal description and analysis of an SIR (involving susceptibleinfectious- re...
SIR models, also with age structure, can be used to describe the evolution of an infectious disease....
Compartmental models have long served as important tools in mathematical epidemiology, with their us...
This paper analyses an SIRS epidemic model with the vaccination of susceptible individuals and treat...
AbstractAn SIR model with vaccination and varying population is formulated. The global dynamics of t...
An SIR model with vaccination and varying population is formulated. The global dynamics of this mod...
AbstractA new mathematical model for the transmission dynamics of a disease subject to the quarantin...
We study a novel multi-strain SIR epidemic model with selective immunity by vaccination. A newer str...
>Magister Scientiae - MScIn this dissertation we present the quantitative response of an epidemic of...
In this paper, we discuss the global dynamics of a general susceptible-infected-recovered-susceptibl...
A vaccination strategy based on the state feedback control theory is proposed. The objective is to f...
This is an epidemiological SIRV model based study that is designed to analyze the impact of vaccinat...
We present the dynamics of a SEIQR mathematical model with vaccination and preventive control measur...
AbstractWe describe and analyze by elementary means some simple models for disease transmission with...
A proper structure of mathematical model is required tounderstand the large size dynamics of the spr...
This paper presents a formal description and analysis of an SIR (involving susceptibleinfectious- re...
SIR models, also with age structure, can be used to describe the evolution of an infectious disease....
Compartmental models have long served as important tools in mathematical epidemiology, with their us...
This paper analyses an SIRS epidemic model with the vaccination of susceptible individuals and treat...
AbstractAn SIR model with vaccination and varying population is formulated. The global dynamics of t...
An SIR model with vaccination and varying population is formulated. The global dynamics of this mod...
AbstractA new mathematical model for the transmission dynamics of a disease subject to the quarantin...
We study a novel multi-strain SIR epidemic model with selective immunity by vaccination. A newer str...
>Magister Scientiae - MScIn this dissertation we present the quantitative response of an epidemic of...
In this paper, we discuss the global dynamics of a general susceptible-infected-recovered-susceptibl...
A vaccination strategy based on the state feedback control theory is proposed. The objective is to f...
This is an epidemiological SIRV model based study that is designed to analyze the impact of vaccinat...
We present the dynamics of a SEIQR mathematical model with vaccination and preventive control measur...
AbstractWe describe and analyze by elementary means some simple models for disease transmission with...
A proper structure of mathematical model is required tounderstand the large size dynamics of the spr...
This paper presents a formal description and analysis of an SIR (involving susceptibleinfectious- re...
SIR models, also with age structure, can be used to describe the evolution of an infectious disease....
Compartmental models have long served as important tools in mathematical epidemiology, with their us...