Performance prediction and ANFIS computing for unreliable retrial queue with delayed repair under modified vacation policy

Shweta Upadhyaya, Chetna Kushwaha
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引用次数: 7

Abstract

This paper deals with the analysis of MX/G/1 retrial queue with impatient customers, modified vacation policy and Bernoulli feedback. When the incoming customer finds the server busy, on vacation or in the state of breakdown, he joins the virtual queue called retrial orbit, otherwise the service is provided to the customer who is at the head of the queue. The service is provided in l(0 ≤ i ≤ l) phases where first is compulsory service and remaining services are optional. When the system becomes empty, server leaves for the vacation of arbitrary length and can take at most J number of vacations. When server comes back from the vacation and finds at least one customer in the queue, he starts providing service to the customer. Supplementary variable technique (SVT) and probability generating function (PGF) method is used to derive the system size distribution and other performance indices. We have also approximated the analytical results using adaptive neuro-fuzzy interface system (ANFIS) soft computing technique, which can identify parameters using supervised learning methods.
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改进休假策略下延迟修复不可靠重审队列的性能预测与ANFIS计算
本文研究了具有不耐烦顾客的MX/G/1重审队列、修改休假政策和伯努利反馈的分析问题。当进入的客户发现服务器繁忙、休假或处于故障状态时,他将加入称为重试轨道的虚拟队列,否则将服务提供给位于队列头部的客户。业务分l(0≤i≤l)个阶段提供,第一个阶段为强制性业务,其余阶段为可选业务。当系统变为空时,服务器离开任意长度的假期,最多可以休假J次。当服务器休假回来并发现队列中至少有一个客户时,他开始为该客户提供服务。利用补充变量技术(SVT)和概率生成函数(PGF)方法推导了系统规模分布和其他性能指标。我们还使用自适应神经模糊界面系统(ANFIS)软计算技术逼近分析结果,该技术可以使用监督学习方法识别参数。
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Availability analysis of a complex system consisting of two subsystems in parallel configuration with replacement at failure An inventory model for deteriorating items with preservation facility of ramp type demand and trade credit Performance prediction and ANFIS computing for unreliable retrial queue with delayed repair under modified vacation policy Material selection through of multi-criteria decisions methods applied to a helical gearbox Stability of the optimal distribution for the searching effort to find the Markovian targets by using fuzzy maximum discounted effort reward search: case of the cooperative search techniques
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