Multi stage unreliable retrial Queueing system with Bernoulli vacation
01 Nov 2017-Vol. 263, Iss: 4, pp 042148
About: This article is published in Microelectronics Systems Education.The article was published on 2017-11-01 and is currently open access. It has received None citations till now. The article focuses on the topics: Bernoulli's principle.
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TL;DR: This survey gives an overview of some general decomposition results and the methodology used to obtain these results for two vacation models and attempts to provide a methodological overview to illustrate how the seemingly diverse mix of problems is closely related in structure and can be understood in a common framework.
Abstract: Queueing systems in which the server works on primary and secondary (vacation) customers arise in many computer, communication, production and other stochastic systems. These systems can frequently be modeled as queueing systems with vacations. In this survey, we give an overview of some general decomposition results and the methodology used to obtain these results for two vacation models. We also show how other related models can be solved in terms of the results for these basic models. We attempt to provide a methodological overview with the objective of illustrating how the seemingly diverse mix of problems is closely related in structure and can be understood in a common framework.
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TL;DR: In this article, the steady state behaviour of an Mx/G/1 queue with general retrial time and Bernoulli vacation schedule for an unreliable server, which consists of a breakdown period and delay period, is investigated.
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TL;DR: A general retrial queue with balking and Bernoulli feedback, where the server operates a modified vacation policy, which has potential applications in e-mail system and WWW server is studied.
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