Add to ORKGIn mathematical models for the spread of infectious diseases, it is well known that there is a threshold phenomena: if the basic reproduction number R0 is grater than one, the disease can invade into the susceptible host community, whereas it cannot if R0 is less than one. The basic reproduction number i
A deterministic model for the transmission dynamics of a strain of dengue disease, which allows tran...
AbstractWe describe and analyze by elementary means some simple models for disease transmission with...
The bifurcation analysis of a continuous n‐dimensional nonlinear dynamical system with a nonhyperbol...
Some epidemiological models exhibit bi-stable dynamics even when the basic reproduction number $ {{{...
It has been widely recognized that in most epidemic model, the threshold the-orem can be formulated ...
We study an epidemiological model which assumes that the susceptibility after a primary infection is...
which permits unrestricted use, distribution, and reproduction in any medium, provided the original ...
We study an epidemiological model which assumes that the susceptibility after a primary infection i...
A cholera transmission model, which incorporates preventive measures, is studied qualitatively. The ...
AbstractWe describe and analyze by elementary means some simple models for disease transmission with...
We study an epidemiological model which assumes that the susceptibility after a primary infection i...
AbstractAn epidemic model with saturated incidence rate and saturated treatment function is studied....
AbstractThe phenomenon of backward bifurcation in disease transmission models, where a stable endemi...
In the well known SIR endemic model, the infection-free steady state is globally stable for R0 1. ...
In this short note, we discuss the bifurcation problem for endemic steady states in a HIV/AIDS epide...
A deterministic model for the transmission dynamics of a strain of dengue disease, which allows tran...
AbstractWe describe and analyze by elementary means some simple models for disease transmission with...
The bifurcation analysis of a continuous n‐dimensional nonlinear dynamical system with a nonhyperbol...
Some epidemiological models exhibit bi-stable dynamics even when the basic reproduction number $ {{{...
It has been widely recognized that in most epidemic model, the threshold the-orem can be formulated ...
We study an epidemiological model which assumes that the susceptibility after a primary infection is...
which permits unrestricted use, distribution, and reproduction in any medium, provided the original ...
We study an epidemiological model which assumes that the susceptibility after a primary infection i...
A cholera transmission model, which incorporates preventive measures, is studied qualitatively. The ...
AbstractWe describe and analyze by elementary means some simple models for disease transmission with...
We study an epidemiological model which assumes that the susceptibility after a primary infection i...
AbstractAn epidemic model with saturated incidence rate and saturated treatment function is studied....
AbstractThe phenomenon of backward bifurcation in disease transmission models, where a stable endemi...
In the well known SIR endemic model, the infection-free steady state is globally stable for R0 1. ...
In this short note, we discuss the bifurcation problem for endemic steady states in a HIV/AIDS epide...
A deterministic model for the transmission dynamics of a strain of dengue disease, which allows tran...
AbstractWe describe and analyze by elementary means some simple models for disease transmission with...
The bifurcation analysis of a continuous n‐dimensional nonlinear dynamical system with a nonhyperbol...