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One can find queueing problem with one machine that are first best implementable under certain cost conditions.
To illustrate the method, examples are presented that deal with a class of problems from the literature and a large state space queueing problem setting.
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Chun and Hokari [19] proved the coincidence of Nucleolus and Shapley value for queueing problems.
For the modeling of queueing problems, many researchers developed more realistic queueing models by incorporating the concept of server vacation.
Complementary to the axiomatic and mechanism design studies on queueing problems, this paper proposes a strategic bargaining approach to resolve queueing conflicts.
In this paper we identify the conditions on cost structure for which queueing problems with multiple machines are first best implementable.
The N-policy is applied by many researchers in queueing problems of a variety of scenarios for providing better cost-effective service to the arrivals.
Numerical examples are given for comparison with Disney's model [R.L. Disney, Some multichannel queueing problems with order entry, J. Ind. Engng. 13 (1962 46 488; R.L. Disney, D. Kögin, Queuing networks: a survey of their random processes, SIAM Rev. 27 (3) (1958) 335 400] and discussion of properties of the model.
"If anyone can solve the supermarket queuing problem — the way banks and airlines have done — that person will become rich and famous".
To avoid the full queues problem, active queue management (AQM) mechanisms drop packets before the queue becomes full [1].
The service selection queuing problem is a typical M/M/1 queuing problem.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com