Add to ORKGABSTRACT. A model originally suggested by Greenhalgh 12] and later modified by that same author [13,14] is considered under the assumption that the transmission coefficient is inversely proportional to the total population size The purpose of this study is to see the effect of this density dependent transmission coefficient on the stability criteria for the equilibrium of the model equations. It is found that Greenhalgh’s results are still valid KEY WORDS AND PHRASES. Epidemic model, density-dependent death rate and transmission coefficient, vaccination, stabilit
When directly transmitted infectious diseases are modeled assuming an everlasting induced immunity (...
When directly transmitted infectious diseases are modeled assuming an everlasting induced immunity (...
We develop a mathematical model for the disease which can be transmitted via vector and through bloo...
ABSTRACT. A model originally suggested by Greenhalgh 12] and later modified by that same author [13,...
In this study, we proposed and analyzed an SIS mathematicalmodel by considering population densityde...
In this study, we proposed and analyzed an SIS mathematicalmodel by considering population densityde...
<p>a) Fraction of population infected, i.e. outbreak size (red) and duration (blue) as a function of...
Abstract. We have proposed and analyzed a nonlinear mathematical model for the spread of carrier dep...
We develop a mathematical model for the disease which can be transmitted via vector and through bloo...
We develop a mathematical model for the disease which can be transmitted via vector and through bloo...
We have proposed and analyzed a nonlinear mathematical model for the spread of carrier dependen...
Vaccination has been included in a model which describes an epidemic. A traveling wave solution toge...
We extend the transmission rate to nonlinear orders and show that S+I+R is still attractive. When th...
The spread process of infectious diseases to a population is often de-scribed mathematically by usin...
The rate of incidence plays an important role in epidemic model. In this context, an epidemic model ...
When directly transmitted infectious diseases are modeled assuming an everlasting induced immunity (...
When directly transmitted infectious diseases are modeled assuming an everlasting induced immunity (...
We develop a mathematical model for the disease which can be transmitted via vector and through bloo...
ABSTRACT. A model originally suggested by Greenhalgh 12] and later modified by that same author [13,...
In this study, we proposed and analyzed an SIS mathematicalmodel by considering population densityde...
In this study, we proposed and analyzed an SIS mathematicalmodel by considering population densityde...
<p>a) Fraction of population infected, i.e. outbreak size (red) and duration (blue) as a function of...
Abstract. We have proposed and analyzed a nonlinear mathematical model for the spread of carrier dep...
We develop a mathematical model for the disease which can be transmitted via vector and through bloo...
We develop a mathematical model for the disease which can be transmitted via vector and through bloo...
We have proposed and analyzed a nonlinear mathematical model for the spread of carrier dependen...
Vaccination has been included in a model which describes an epidemic. A traveling wave solution toge...
We extend the transmission rate to nonlinear orders and show that S+I+R is still attractive. When th...
The spread process of infectious diseases to a population is often de-scribed mathematically by usin...
The rate of incidence plays an important role in epidemic model. In this context, an epidemic model ...
When directly transmitted infectious diseases are modeled assuming an everlasting induced immunity (...
When directly transmitted infectious diseases are modeled assuming an everlasting induced immunity (...
We develop a mathematical model for the disease which can be transmitted via vector and through bloo...