Abstract
In this subsection, We considered a mathematical model Middle East Respiratory Syndrome( Mers-Corona) virus and shown its spreading effect from infected camel individual to family members, clinic and
care center staff. Here we apprized the transmission associated with different infection stages which generated an epidemic model. In order to
do this, first we formulate the model by splitting in infectious categories
and presented the basic properties of the proposed model. The basic reproduction number of the model is obtained by next generation matrix
approach. Then the biological sense of threshold condition investigated
and discussed in detail. Next we derived the endemic equilibrium points
of our proposed model. After that we find all conditions to investigate possible equilibrium of model(local equilibrium and endemic equilibrium) in
the presence of basic reproductive number. Further, global stability is discussed by the help of Lyapunov function. Finally, numerical simulations is
perform with and with out control or vaccination by RK-4 method which
support the analytical work and existence of the model.
Muhammad Tahira, Syed Inayat Ali Shaha , Tahir Khan, Gul Zamanb . (2019) A Dynamic Compartmental Mathematical Model Describing The Transmissibility Of MERS-CoV Virus In Public, Punjab University Journal of Mathematics, Volume 51, Issue 4.
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