The basic reproduction number and the point of endemic equilibrium are two very important factors in any deterministic compartmental epidemic model as the basic reproduction number and the point of endemic equilibrium represent the nature of disease transmission and disease prevalence respectively. In this article the sensitivity analysis based on mathematical as well as statistical techniques has been performed to determine the importance of the epidemic model parameters. It is observed that 6 out of the 11 input parameters play a prominent role in determining the magnitude of the basic reproduction number. It is shown that the basic reproduction number is the most sensitive to the transmission rate of disease. It is also shown that contro...
which permits unrestricted use, distribution, and reproduction in any medium, provided the original ...
International audienceBackground The potential impact of an influenza pandemic can be assessed by ca...
AbstractMathematical modeling of disease transmission has provided quantitative predictions for heal...
Every year, influenza causes high morbidity and mortality especially among the immunocompromised per...
This paper focuses on a fundamental input parameter for most existing mathematical models of pandemi...
A vaccinated diffusive compartmental epidemic model is developed to explore the impact of vaccinatio...
A four (4) compartmental model of (S, E, I , I ) were presented to have better understanding of para...
<div><p>Individual-based epidemiology models are increasingly used in the study of influenza epidemi...
This paper studies the mathematical model of the spread of influenza as an effect of vaccination was...
The basic reproduction number is a key parameter determining whether an infectious disease will pers...
Individual-based epidemiology models are increasingly used in the study of influenza epidemics. Seve...
his paper provides a rigorous mathematical and sensitivity analysis on the cholera epidemic model wi...
Influenza in humans is characterised by strongly annual dynamics and antigenic evolution leading to ...
After some historical remarks about the development of mathematical theory for infectious disease dy...
Mathematical modeling of disease transmission has provided quantitative predictions for health polic...
which permits unrestricted use, distribution, and reproduction in any medium, provided the original ...
International audienceBackground The potential impact of an influenza pandemic can be assessed by ca...
AbstractMathematical modeling of disease transmission has provided quantitative predictions for heal...
Every year, influenza causes high morbidity and mortality especially among the immunocompromised per...
This paper focuses on a fundamental input parameter for most existing mathematical models of pandemi...
A vaccinated diffusive compartmental epidemic model is developed to explore the impact of vaccinatio...
A four (4) compartmental model of (S, E, I , I ) were presented to have better understanding of para...
<div><p>Individual-based epidemiology models are increasingly used in the study of influenza epidemi...
This paper studies the mathematical model of the spread of influenza as an effect of vaccination was...
The basic reproduction number is a key parameter determining whether an infectious disease will pers...
Individual-based epidemiology models are increasingly used in the study of influenza epidemics. Seve...
his paper provides a rigorous mathematical and sensitivity analysis on the cholera epidemic model wi...
Influenza in humans is characterised by strongly annual dynamics and antigenic evolution leading to ...
After some historical remarks about the development of mathematical theory for infectious disease dy...
Mathematical modeling of disease transmission has provided quantitative predictions for health polic...
which permits unrestricted use, distribution, and reproduction in any medium, provided the original ...
International audienceBackground The potential impact of an influenza pandemic can be assessed by ca...
AbstractMathematical modeling of disease transmission has provided quantitative predictions for heal...