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Delay cycle analysis of finite-buffer M/G/1 queues and its application to the analysis of M/G/1 priority queues with finite and infinite buffers

机译:有限缓冲区M / G / 1队列的延迟循环分析及其在具有有限和无限缓冲区的M / G / 1优先级分析的应用

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In this paper, we develop a new type of delay cycle analysis for single-class finite-buffer M/G/1 queues, and then analyze M/G/1 priority queues with a finite buffer for high-priority customers and an infinite buffer for low-priority customers using the proposed delay cycle analysis. For this type of priority queues, we derive the waiting time distributions of high- and low-priority customers, as well as the loss probability of high-priority customers, under the nonpreemptive and preemptive-resume priority disciplines. Compared with M/G/1 priority queues with infinite buffers for both classes, the priority discipline has more significant impacts on system performance in the priority queues in question, especially on the queue waiting time and stability conditions of low-priority customers. This is explored in theoretical propositions, as well as in numerical examples. (C) 2020 Elsevier B.V. All rights reserved.
机译:在本文中,我们为单级有限缓冲区M / G / 1队列开发了一种新型的延迟周期分析,然后用有限缓冲区分析M / G / 1优先级队列,用于高优先级客户和无限缓冲区对于使用所提出的延迟周期分析的低优先级客户。对于这种类型的优先级队列,我们​​派生了高优先级客户的等待时间分布,以及高优先级客户的损耗概率,在非掠夺和先发制人的恢复优先级学科下。与两个类别的无限缓冲区的M / G / 1优先级队列相比,优先纪律对有问题的优先队列中的系统性能产生更大的影响,特别是对低优先级客户的队列等待时间和稳定性条件。这是在理论命题中探索的,以及在数值例子中。 (c)2020 Elsevier B.v.保留所有权利。

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