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Analysis and Performance Evaluation of Markovian Feedback Multi-Server Queueing Model with Vacation and Impatience

机译:马尔维亚反馈多服务器排队模型的分析与绩效评价,休假和急躁

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This paper deals with a finite capacity multi-server Markovian queueing model with Bernoulli feedback, synchronous multiple vacation policy and customers' impatience (balking and reneging). By employing certain customer retention mechanism, impatient customers can be retained in the system. Applications of the suggested queueing model can be found in a wide variety of practical systems including modern information and communication technology (ICT) networks, call centers, and manufacturing systems. Using the recursive method, the steady state probabilities of the model are obtained. Various performance measures are derived. Then, some important particular cases are provided. Finally, different numerical examples are presented to demonstrate how the different parameters of the model influence the behavior of the stationary characteristics of the system.
机译:本文涉及具有Bernoulli反馈的有限容量的多服务器马尔可维亚排队模型,同步多个假期政策和客户的急躁(Balking and Reegeging)。 通过采用某些客户保留机制,可以在系统中保留不耐烦的客户。 建议排队模型的应用可以在各种实用系统中找到,包括现代信息和通信技术(ICT)网络,呼叫中心和制造系统。 使用递归方法,获得模型的稳态概率。 派生各种性能措施。 然后,提供了一些重要的特定情况。 最后,提出了不同的数值示例以演示模型的不同参数如何影响系统的静止特性的行为。

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