The M / M / 1 -PS queue assumes Poisson arrivals with rate λ and exponential i.i.d. service times with mean 1 / μ .
Jul 16, 2009 · Abstract: We consider a processor shared M/M/1 queue that can accommodate at most a finite number K of customers.
We consider a processor shared $M/M/1$ queue that can accommodate at most a finite number $K$ of customers. We give an exact expression for the sojourn time ...
On Sojourn Times in the Finite Capacity $M/M/1$ Queue with ...
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We consider a processor shared $M/M/1$ queue that can accommodate at most a finite number $K$ of customers. We give an exact expression for the sojourn time ...
We consider a processor shared M/M/1 queue that can accommodate at most a finite number K of customers. We give an exact expression for the sojourn time ...
Abstract. We consider the M / M /1 queue with processor sharing. We study the conditional sojourn time distribution of an arriving customer, conditioned on.
We consider a processor shared M/M/1 queue that can accommodate at most a finite number K of customers. We give an exact expression for the sojourn time ...
Abstract—Moments of sojourn times conditioned on the length of an admitted job are derived for a finite capacity M/M/1/N-. PS processor sharing queue.
We consider a processor shared M/M/1 queue that can accommodate at most a finite number K of customers. Using singular perturbation techniques, we construct ...
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