EXISTENCE AND STABILITY OF THE DECISION OF SYSTEMS OF DIFFERENTIAL EQUATIONS FOR THE OPENED MODELS OF QUEUING SYSTEMS
The opened models of queuing systems are considered. Stability of the differential equation solution is shown for the one-channel queuing system with refusals. Existence and stability of the decision of the differential equations system, describing the model, is shown for multi-channel queuing systems on the basis of Lipshits's condition and Lyapunov's lemma. Ways of further improvement of model are offered.