A heuristic algorithm for the optimization of M/M/$s$ queue with multiple working vacations

Wu, Chia-Huang; Wang, Kuo Hsiung; Ke, Jau Chuan; Ke, Jyh Bin

doi:10.3934/jimo.2012.8.1

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(Ii) Working Vacations Markovian Queueing1

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Cited by 4 publications

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“…Jain and Jain [53] studied a single server working vacation queueing model with multiple types of server breakdowns and proposed a matrix geometric approach for computing the stationary queue length distribution. Wu et al [137] studied a ‫ݏ/ܯ/ܯ‬ queueing system with multiple working vacations. They applied the direct search method and Quasi-Newton method to get an approximate solution to the constrained optimization problem.…”

Section: (Ii) Working Vacations Markovian Queueingmentioning

confidence: 99%

A Review of Vacation Queueing Models in Different Framework

Panta¹,

Ghimire²,

D.Panthi³

et al. 2021

APAM

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This paper deals with the extensive survey of the vacation queueing systems from its birth in1975 to till date. As the time passes on old-provisions cannot tackle new-problem so new concepts have to be developed. Some of the threshold policies that have been developed from time to time have been reported. Some of the prominent techniques of solution of vacation queueing system have also been cited. The challenges on tackling the problems of vacation queueing systems have been discussed.

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Section: (Ii) Working Vacations Markovian Queueingmentioning

confidence: 99%