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Mathematical model of diabetic was established based on the probability of a person suffering from complications of diabetic without complications with system differential equation nonhomogen. The model was investigated for looking the point of equilibrium and the stability of equilibrium point. Numerical methods used to obtain the system differences. The system was investigated for looking the fixed point. Value of parameter is given for simulation of system differences this is used for determine the number of diabetics with complications.
Keywords: diabetic, equilibrium point, nonhomogeneous differential equations
