Add to ORKGI will be exploring and analyzing an SIR epidemic model. This particular model has an asymptotically homogeneous transmission function which means the transmission rate is proportional to the fraction of the number of infective individuals to the total population. I will also look at a qualitative analysis of the model and then discuss the implications of the results of the model.https://ecommons.udayton.edu/stander_posters/1086/thumbnail.jp
Mathematical models used in epidemiology provides a comprehensive understanding of disease transmiss...
Starting with the original 1926 formulation of the SIR (Susceptible-Infected-Removed) model for infe...
In mathematical epidemiology, disease transmission is commonly assumed to behave in accordance with ...
The rate of incidence plays an important role in epidemic model. In this context, an epidemic model ...
Epidemic models for the spread of infectious diseases are mathematical models that try to explain th...
Mathematically modeling the spread of disease in a population is a focus among epidemiologists. Usin...
In this paper, a reaction-diffusion SIRS epidemic model with nonlinear incidence rate and partial im...
Mathematical modeling is an essential tool in epidemiology. Models are constructed to describe the s...
Epidemic spread models are useful tools to study the spread and the effectiveness of the interventio...
We propose two SIR models which incorporate sociological behavior of groups of individuals. It is th...
In this thesis we consider an epidemic model with a constant removal rate of infective individuals i...
A proper structure of mathematical model is required tounderstand the large size dynamics of the spr...
The large proportion of asymptomatic patients is the major cause leading to the COVID-19 pandemic wh...
In epidemiology, the basic reproduction number R-0 is usually defined as the average number of new i...
The simplest epidemiologic model composed by mutually exclusive compartments SIR (susceptible-infec...
Mathematical models used in epidemiology provides a comprehensive understanding of disease transmiss...
Starting with the original 1926 formulation of the SIR (Susceptible-Infected-Removed) model for infe...
In mathematical epidemiology, disease transmission is commonly assumed to behave in accordance with ...
The rate of incidence plays an important role in epidemic model. In this context, an epidemic model ...
Epidemic models for the spread of infectious diseases are mathematical models that try to explain th...
Mathematically modeling the spread of disease in a population is a focus among epidemiologists. Usin...
In this paper, a reaction-diffusion SIRS epidemic model with nonlinear incidence rate and partial im...
Mathematical modeling is an essential tool in epidemiology. Models are constructed to describe the s...
Epidemic spread models are useful tools to study the spread and the effectiveness of the interventio...
We propose two SIR models which incorporate sociological behavior of groups of individuals. It is th...
In this thesis we consider an epidemic model with a constant removal rate of infective individuals i...
A proper structure of mathematical model is required tounderstand the large size dynamics of the spr...
The large proportion of asymptomatic patients is the major cause leading to the COVID-19 pandemic wh...
In epidemiology, the basic reproduction number R-0 is usually defined as the average number of new i...
The simplest epidemiologic model composed by mutually exclusive compartments SIR (susceptible-infec...
Mathematical models used in epidemiology provides a comprehensive understanding of disease transmiss...
Starting with the original 1926 formulation of the SIR (Susceptible-Infected-Removed) model for infe...
In mathematical epidemiology, disease transmission is commonly assumed to behave in accordance with ...