MATHEMATICAL MODELLING IN EPIDEMIOLOGY WITH REFERNCE TO SMALLPOX

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ABSTRACT

This work provides an overview of the use of Mathematical model to explain the epidemiology of infectious diseases notably smallpox, and to assess the potential benefits of purpose control strategies

With the hrlp of compartmental models we will able to obtain the basic reproductive number which is the basis for the modeling of the spread and control(vaccination). Also carried out stability analysis on the model and show that the disease free equilibrium is stable whenever and unstable when

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