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Waiting characteristics of queueing system Geo/Geo/1/∞ with negative claims and a bunker for superseded claims in discrete time

机译:具有离散索赔的负索赔和掩体的排队系统Geo / Geo / 1 /∞的等待特征

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A discrete time single-line queueing system with independent geometric streams of regular and negative claims, infinite buffer, and geometric service is considered. A negative claim pushes a regular claim out of the buffer queue and moves it to a bunker of infinite capacity. If the buffer is empty, a negative claim leaves the system without any effect. After servicing a claim, the system receives the next claim from the buffer, if it is not empty, or from the bunker. We obtain relations for stationary waiting and sojourn time distributions of the regular claim.
机译:考虑具有规则和否定声明的独立几何流,无限缓冲区和几何服务的离散时间单行排队系统。否定声明会将常规声明从缓冲区队列中推出,并将其移至无限容量的地堡中。如果缓冲区为空,则否定声明将使系统无效。在为索偿提供服务之后,系统会从缓冲区(如果缓冲区不为空)或从地堡接收下一个索偿。我们获得常规索赔的固定等待时间和延期时间分布的关系。

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