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Queueing System with Heterogeneous Customers as a Model of a Call Center with a Call-Back for Lost Customers

机译:异类客户排队系统作为呼叫中心的模型,为丢失的客户提供回叫

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摘要

A multiserver queueing system with infinite and finite buffers, two types of customers, and two types of servers as a model of a call center with a call-back for lost customers is investigated. Type 1 customers arrive to the system according to a Markovian arrival process. All rejected type 1 customers become type 2 customers. Type r,r = 1,2, servers serve type r customers if there are any in the system and serve type r' ,r' = 1,2,r'≠r, customers if there are no type r customers in the system. The service times of different types of customers have an exponential distribution with different parameters. The steady-state distribution of the system is analyzed. Some key performance measures are calculated. The Laplace-Stieltjes transform of the sojourn time distribution of type 2 customers is derived. The problem of optimal choice of the number of each type servers is solved numerically.
机译:研究了一个具有无限和有限缓冲区,两种类型的客户以及两种类型的服务器的多服务器排队系统,该系统作为呼叫中心的模型,为丢失的客户提供回叫。 1类客户根据Markovian到达过程到达系统。所有被拒绝的1类客户都变成2类客户。类型r,r = 1,2,如果系统中有服务器,则服务器为类型r的客户提供服务;如果系统中不存在类型r的客户,则服务器为r',r'= 1,2,r'≠r提供服务。 。不同类型客户的服务时间具有不同参数的指数分布。分析了系统的稳态分布。计算了一些关键绩效指标。推导了2类客户的停留时间分布的Laplace-Stieltjes变换。通过数值解决了最佳选择每种类型服务器数量的问题。

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  • 来源
    《Mathematical Problems in Engineering》 |2013年第15期|983723.1-983723.13|共13页
  • 作者单位

    Belarusian State University, 4 Nezavisimosti Avenue, 220030 Minsk, Belarus;

    Sangji University, Wonju, Kangwon 220-702, Republic of Korea;

    Belarusian State University, 4 Nezavisimosti Avenue, 220030 Minsk, Belarus;

    Chonbuk National University, Jeonju 561-756, Republic of Korea;

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