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Analysis of a discrete-time GI-G-1 queueing model subjected to bursty interruptions

机译:突发性中断的离散时间GI-G-1排队模型分析

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In this contribution, we investigate a discrete-time single-server queue subjected to server interruptions generated by a 2-state Markov process. The model under consideration assumes customers with multiple-slot service times, which leads to the introduction of two different service strategies depending on whether service of an interrupted customer continues or restarts after an interruption. For both alternatives, we establish expressions for the steady-state probability generating functions of the buffer contents, the unfinished work and the customer delay in terms of the effective customer service times. From these results, closed-form expressions for various performance measures, such as the moments of these quantities, can be established. After dealing with some stability issues, we illustrate the impact of both service strategies on the buffer performance with some numerical examples.
机译:在此贡献中,我们研究了离散时间单服务器队列,该队列受到2状态Markov进程生成的服务器中断的影响。所考虑的模型假定客户具有多时隙服务时间,这导致根据被中断客户的服务是继续还是在中断后重新启动而引入两种不同的服务策略。对于这两种选择,我们根据有效的客户服务时间为缓冲区内容,未完成的工作和客户延迟的稳态概率生成函数建立表达式。根据这些结果,可以建立各种性能指标(如这些量的弯矩)的闭式表达式。处理了一些稳定性问题后,我们通过一些数值示例说明了这两种服务策略对缓冲区性能的影响。

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