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An M/PH/K queue with constant impatient time

机译:一个M / pH / k队列,具有恒定不耐烦的时间

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This paper is concerned with an M/PH/K queue with customer abandonment, constant impatient time, and many servers. By combining the method developed in Choi et al. (Math Oper Res 29:309-325, 2004) and Kim and Kim (Perform Eval 83-84:1-15, 2015) and the state space reduction method introduced in Ramaswami (Stoch Models 1:393-417, 1985), the paper develops an efficient algorithm for computing performance measures for the queueing system of interest. The paper shows a number of properties associated with matrices used in the development of the algorithm, which make it possible for the algorithm, under certain conditions, to handle systems with up to one hundred servers. The paper also obtains analytical properties of performance measures that are useful in gaining insight into the queueing system of interest.
机译:本文涉及具有客户放弃,不断不耐时生和许多服务器的M / ph / k队列。 通过组合Choi等人开发的方法。 (数学算术29:309-325,2004)和Kim和Kim(执行eval 83-84:1-15,2015)和Ramaswami中引入的状态空间减少方法(Stoch型号1:393-417,1985), 本文开发了一种用于计算征收系统的性能措施的有效算法。 本文显示了许多与用于开发算法的矩阵相关的属性,这使得算法在某些条件下可以处理最多一百个服务器的系统。 本文还获得了性能措施的分析性能,可用于获得对排队兴趣系统的洞察力。

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