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Steady state analysis of an M~x/G/1 queue with two phase service and Bernoulli vacation schedule under multiple vacation policy

机译:多休假策略下具有两阶段服务和伯努利休假时间表的M〜x / G / 1队列的稳态分析

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This paper examines the steady state behaviour of a batch arrival queue with two phases of heterogeneous service along and Bernoulli schedule vacation under multiple vacation policy, where after two successive phases service or first vacation the server may go for further vacations until it finds a new batch of customer in the system. We carry out an extensive stationary analysis of the system, including existence of stationary regime, queue size distribution of idle period process, embedded Markov chain steady state distribution of stationary queue size, busy period distribution along with some system characteristics.
机译:本文研究了在多个休假策略下具有两个阶段的异构服务的批量到达队列以及Bernoulli计划休假的稳态行为,其中在两个连续阶段的服务或第一个休假之后,服务器可以继续休假直到找到新的批次系统中的客户。我们对系统进行了广泛的平稳分析,包括平稳状态的存在,空闲周期过程的队列大小分布,平稳队列大小的嵌入式马尔可夫链稳态分布,繁忙周期分布以及一些系统特征。

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