All servers in the first queue work at rate μ1 and all in the second work at rate μ2. A new arrival is routed to the system with the lesser number of customers.
A new arrival is routed to the queue with the smaller number of customers. If both systems have equal occupancy, the arrival joins either with probability 1/2.
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Abstract We consider two parallel M/M/∞ queues. All servers in the first queue work at rate μ1 and all in the second work at rate μ2.
All servers in the first queue work at rate μ1 and all in the second work at rate μ2. A new arrival is routed to the system with the lesser number of customers.
This paper studies a Markovian single-server non-symmetric two-queue polling system, operating simultaneously under a combination of two well-known queueing ...
Abstract: We consider two identical parallel M/M/∞ queues. A new arrival is routed to the queue with the smaller number of customers. If both systems have ...
A new arrival is routed to the queue with the smaller number of customers. If both systems have equal occupancy, the arrival joins either with probability 1/2.
The streams form two queues, primary (queue 1) and secondary (queue 0). The ... On the infinite server shortest queue problem: Non-symmetric case. We ...
It is shown that the equilibrium probabilities of the queue lengths satisfy a product form for states where the longer queue exceeds the threshold value T ...
Yao, H., & Knessl, C. (2006). On the Infinite Server Shortest Queue Problem: Non-symmetric Case. Queueing Systems, 52(2), 157–177.