GI/M/1 Queue with Server Vacations |
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Authors: | U. Chatterjee S. P. Mukherjee |
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Affiliation: | 1.Bangabasi College,Calcutta;2.Calcutta University,India |
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Abstract: | A queueing model with server vacations is studied in which it is assumed that the interarrival time has a general distribution, the service-time distribution is exponential and vacations are independently and indentically distributed with a general distribution. Using the embedded Markov chain technique, the equilibrium probability distributions of system size have been obtained at pre-arrival and at random epochs separately. Finally, the distribution of waiting time of a customer in the queue (excluding service) has been derived. |
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