Abstract
In this investigation, a multi server queueing network problem with cutoff priority is studied. The two types of input traffic are allowed in the system with different arrival rates. One type of input traffic has priority over the other type of traffic. Service times of the input traffic are independent and identically distributed according to exponential distribution. The maximum number of packets of each class traffic and the optimal input rates in the system are determined under the maximum allowed mean time delay and maximum input rate. The product type solution has been employed to obtain the queue size. Numerical illustrations are given to validate the analytical results.
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