| D.R. Cox, Renewal Theory, Methuen Science Paperback, London, 1967. |
....a nonidling ( work conserving ) service discipline. Consider the busy idle process of such an M G 1 queue. Let fX(t) t 0g denote a stochastic process that is 1 when the queue is busy, and 0 when the queue is idle. We know (see, for example, 11] that fX(t)g is an alternating renewal process [4]. Let denote the rate of the Poisson arrival process. This corresponds to the arrival rate of file transfer requests (see Figure 2) Let B denote the random variable for the work brought by a customer, and b(s) its Laplace Stieltjes transform (LST) 2 . In the network 2 We follow the ....
D.R. Cox, Renewal Theory, Methuen Science Paperback, London, 1967.
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