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Erlang Loss Queueing System With Batch Arrivals Operating In Arandom Environment

机译:具有随机环境的批量到达的Erlang丢失排队系统

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We consider the BMAP/PH/N/O queueing system operating in a finite state space Markovian random environment.Disciplines of partial admission,complete rejection and complete admission are analyzed.The stationary distribution of the system states is calculated.The loss probability and other main performance measures of the system are derived.The Laplace-Stieltjes transform of the sojourn time distribution of accepted customers is obtained.Illustrative numerical examples are presented.They show effect of an admission strategy,a correlation in an arrival process,a variation of a service process.Poor quality of the loss probability approximation by means of more simple models utilization is illustrated.
机译:我们考虑了BMAP / PH / N / O排队系统在有限状态空间马尔可夫随机环境中的运行情况,分析了部分接纳,完全拒绝和完全接纳的规律,计算了系统状态的平稳分布,损失概率及其他推导了该系统的主要性能指标。得到了接受顾客的停留时间分布的拉普拉斯-斯蒂尔杰斯变换。给出了说明性的数值例子。它们显示了接纳策略的效果,到达过程的相关性,通过更简单的模型利用说明了损失概率近似的质量差。

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