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On priority queues with impatient customers

机译:与不耐烦的客户优先排队

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In this paper, we study three different problems where one class of customers is given priority over the other class. In the first problem, a single server receives two classes of customers with general service time requirements and follows a preemptive-resume policy between them. Both classes are impatient and abandon the system if their wait time is longer than their exponentially distributed patience limits. In the second model, the low-priority class is assumed to be patient and the single server chooses the next customer to serve according to a non-preemptive priority policy in favor of the impatient customers. The third problem involves a multi-server system that can be used to analyze a call center offering a call-back option to its impatient customers. Here, customers requesting to be called back are considered to be the low-priority class. We obtain the steady-state performance measures of each class in the first two problems and those of the high-priority class in the third problem by exploiting the level crossing method. We furthermore adapt an algorithm from the literature to obtain the factorial moments of the low-priority queue length of the multi-server system exactly.
机译:在本文中,我们研究了三个不同的问题,其中一类客户的优先级高于另一类客户。在第一个问题中,单个服务器接收具有一般服务时间要求的两类客户,并在它们之间遵循抢先恢复策略。如果他们的等待时间长于其指数分布的耐心极限,则这两个类都不耐烦并且放弃系统。在第二个模型中,假定低优先级类别是耐心的,并且单个服务器根据非抢占式优先级策略选择下一个客户来服务,以支持不耐烦的客户。第三个问题涉及多服务器系统,该系统可用于分析呼叫中心,向其急躁的客户提供回叫选项。在此,请求回叫的客户被视为低优先级。通过采用水平交叉法,我们获得了前两个问题中每个类别的稳态性能度量,以及第三个问题中的高优先级类别的稳态性能度量。我们还根据文献改编了一种算法,以准确获得多服务器系统的低优先级队列长度的阶乘矩。

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