摘要
本文讨论服务员休假的离散时间Geonletric/G/1排队系统。在多级适应性休假规则下,给出稳态队长、等待时间的分布和随机分解,也研究了忙期、全假期、在线期的分布。多重休假、单重休假、启动时间规则,都是本文中模型的特例。
The paper discusses the discrete time queueing system Geometric/G/1 with vacations. We given distributions and stochastic decompositions for the queuelength and the waiting time, under the multistage adaptive vacation. We derive also distributions of the busy period, the global vacation period and the occupancy line period. Various models with multiple vacation, simple vacation and start time, are particular cases of this model.
出处
《应用数学与计算数学学报》
1993年第2期71-78,共8页
Communication on Applied Mathematics and Computation
