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Previous works rarely discussed an epidemics model with vaccination strategies that lead to multiple equilibrium points.
In this work, we applied the SEIR epidemics model to study the infectious disease spreading in algae population.
Moreover, for an epidemics model, whether the solution is nonnegative is also considered, that is, we need to show the solution is global and nonnegative.
Some elementary models of biological phenomena, including a single species population model, harvesting of fish, the production of red blood cells, ventilation volume and blood CO2 levels, a simple epidemics model and a model of waves of disease that can be analyzed by difference equations are shown in [3].
To the best of our knowledge this is the first report on this combined evidence-based computational epidemics model.
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The model is different from the classical age structure epidemic model and non-autonomous epidemic model.
These results reveal far richer dynamical behaviors of the discrete epidemic model compared with the continuous epidemic models although the discrete epidemic model is simple.
Epidemic spreading has been intensively studied in SIS epidemic model.
The SEIRS epidemic model is an important model.
In this paper, we will apply a deterministic epidemic model.
A nonautonomous SIR epidemic model with age structure is studied.
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