AbstractIn this paper, a non-linear model is proposed and analyzed to study the effects of habitat characteristics favoring logistically growing carrier population leading to increased spread of typhoid fever. It is assumed that the cumulative density of habitat characteristics and the density of carrier population are governed by logistic models; the growth rate of the former increases as the density of human population increases. The model is analyzed by stability theory of differential equations and computer simulation. The analysis shows that as the density of the infective carrier population increases due to habitat characteristics, the spread of typhoid fever increases in comparison with the case without such factors
In this present study, an SIS model is proposed and analyzed to study the effect of sanitation effor...
This document presents some simulation results obtained on an epidemic model, SIMPEST, designed to s...
In this paper we develop a compartmental model of SIR type (the abbreviation refers to the number of...
In this paper, a non-linear model is proposed and analyzed to study the effects of habitat character...
AbstractIn this paper, a non-linear model is proposed and analyzed to study the effects of habitat c...
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...
Abstract. We have proposed and analyzed a nonlinear mathematical model for the spread of carrier dep...
We have proposed and analyzed a nonlinear mathematical model for the spread of carrier dependen...
A nonlinear delayed mathematical model with immigration for the spread of an infectious disease chol...
<p>Analysis of simulations using similar parameters to Fig. 11, showing the coefficient of variation...
Abstract In this paper, we propose a mathematical model for the transmission of typhoid which analyz...
An integrodifference equation model is introduced to study the spatial spread of epidemics through p...
This paper uses a mathematical framework to investigate the impact of increased movement in response...
In this present study, an SIS model is proposed and analyzed to study the effect of sanitation effor...
In this present study, an SIS model is proposed and analyzed to study the effect of sanitation effor...
This document presents some simulation results obtained on an epidemic model, SIMPEST, designed to s...
In this paper we develop a compartmental model of SIR type (the abbreviation refers to the number of...
In this paper, a non-linear model is proposed and analyzed to study the effects of habitat character...
AbstractIn this paper, a non-linear model is proposed and analyzed to study the effects of habitat c...
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...
Abstract. We have proposed and analyzed a nonlinear mathematical model for the spread of carrier dep...
We have proposed and analyzed a nonlinear mathematical model for the spread of carrier dependen...
A nonlinear delayed mathematical model with immigration for the spread of an infectious disease chol...
<p>Analysis of simulations using similar parameters to Fig. 11, showing the coefficient of variation...
Abstract In this paper, we propose a mathematical model for the transmission of typhoid which analyz...
An integrodifference equation model is introduced to study the spatial spread of epidemics through p...
This paper uses a mathematical framework to investigate the impact of increased movement in response...
In this present study, an SIS model is proposed and analyzed to study the effect of sanitation effor...
In this present study, an SIS model is proposed and analyzed to study the effect of sanitation effor...
This document presents some simulation results obtained on an epidemic model, SIMPEST, designed to s...
In this paper we develop a compartmental model of SIR type (the abbreviation refers to the number of...