A Queueing Model with Mutually Independent Service TimesWhose Distributions Are Not Neccessarily Identical
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    Abstract:

    The queueing model discussed in this paper relaxes the requirement that the service time be independent mutually and have identical distribution in GI/G/1 queue. It only requires that the retriction on service process be reduced to the degree that the service time is independent mutually.It follows that this queueing model is more rational than GI/G/1 queue in stimulating real-world systems. Under the relaxed restriction, the transient distribution of the queue length of the queueing system discussed is obtained by means of supplementary variables.

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Yu Zheng, Liu Zaiming, Hou Zhenting. A Queueing Model with Mutually Independent Service TimesWhose Distributions Are Not Neccessarily Identical[J]. Journal of National University of Defense Technology,2002,24(4):80-85.

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  • Received:March 11,2002
  • Revised:
  • Adopted:
  • Online: August 21,2013
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