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A discrete time queueing system with negative customers and single working vacation

机译:具有负面客户和单休假的离散时间排队系统

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In this paper, we analyze a discrete time queueing system with geometrical arrivals of both positive and negative customers in which the server works at a lower rate during working vacation. Using embedded Markov chain and the matrix analysis solution method, we derive the probability generating function (PGF) of the number of customers waiting in the system and stationary queue length. From the process of the proof and the results, we also obtain the probabilities that the server is idle, busy, in working vacation, and in regular busy period, respectively. Finally, We introduce the application of the proposed model.
机译:在本文中,我们分析了具有正负客户的几何到达的离散时间排队系统,其中服务器在工作休假期间以较低的速率工作。使用嵌入式马尔可夫链和矩阵分析解决方案方法,我们得出了系统中等待的客户数量和固定队列长度的概率生成函数(PGF)。从证明和结果的过程中,我们还分别获得了服务器空闲,繁忙,工作休假和正常繁忙时段的概率。最后,我们介绍了所提出模型的应用。

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