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An M/G/1 retrial G-queue with optional re-service, impatient customers, multiple working vacations and vacation interruption

机译:具有可选重新服务,不耐性客户,多个工作假期和假期中断的M / G / 1重试G-Queue

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摘要

In this work, we consider a single server retrial queueing system with multiple working vacations and vacation interruption, where the regular busy server is subjected to breakdown due to the arrival of negative customers. After the completion of regular service the positive customers may demand re-service of the previous service without joining the orbit or may leave the system. When the orbit becomes empty at service completion instant for a positive customer; the server goes for multiple working vacations. The steady state probability generating function for the system size and orbit size are obtained by using the method of supplementary variable technique. Some important system performance measures and the mean busy period are obtained. The conditional stochastic decomposition law is shown for good for this model. Finally, the effects of various parameters on the system performance are analysed numerically.
机译:在这项工作中,我们考虑一个具有多个工作假期和假期中断的单个服务器重审排队系统,其中常规繁忙的服务器由于负客户的到来而受到破解。 常规服务完成后,正面客户可能需要重新定期前服务而不加入轨道或可能会离开系统。 当轨道在服务完成时瞬间为肯定客户时; 服务器用于多个工作假期。 通过使用补充可变技术的方法,获得系统尺寸和轨道大小的稳态概率产生功能。 获得了一些重要的系统性能措施和平均繁忙时期。 有条件的随机分解规律显示为适用于该模型。 最后,在数值上分析了各种参数对系统性能的影响。

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