Abstract:
In this thesis, Mathematical model of for corruption dynamics was developed based on
compartmental approach. The thesis incorporates the following fruitful findings. Boundedness
and positivity of the solution of the model were proved. The model was linearized at equilibrium
point. Basic reproduction number was also calculated by using next generation matrix. The local
and global stability conditions of the model were also well investigated for both disease free and
endemic equilibrium points. Furthermore, sensitivity analysis of the model parameters was also
carried out. Finally, in order to verify the applicability of the result MATLAB simulation was
implemented and agrees with the analytical result.
