Recession Of The Many Types Of Service Systems With Rejected

The ordinary Markov branching processes(MBPs) form one of the most important branches of Markov processes,and has quite extensive application in queuing theory, physics and so on.The ordinary Markov branching model has been studied extensively.The basic property which governs the evolution of a MBP is the branching property,many scholars generalize the ordinary Markov branching processes to more general branching models.The necessary and sufficient condition of recurrent and ergodic properties are proved first in chapter 3,and under that condition we get the stationary distribution.In chapter 4,we discuss the decay properties of our model on state E.Investigating such behavior is crucial in analying the busy period and some other related properities of our model.At last not only we present the exact value of the decay parameterλ_c,but also we obtain the clear gemomeric interpretation of its.