Stability Behavior Of Mathematical Model MERS Corona Virus Spread in population

Muhammad Tahir


In this subsection, in first step the proposed model is formulate and then key value reproductive number, R0 is obtained. Then all the endemic equilibrium points, as well as, local stability analysis at disease free equilibrium and at endemic equilibria of the related model is show stable. Further we find the global behaviour analysis either at disease free equilibria and endemic equilibria by constructing a Lapnuov function which show the validity of the concern model. Finally numerical simulation is presented for our propose model with the help of RK-4 method.


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