Two-phase queueing system optimization in applications to data transmission control

Kuznetsov, N. A.; Myasnikov, D. V.; Semenikhin, K. V.

doi:10.1016/j.proeng.2017.09.630

Cited by 6 publications

(1 citation statement)

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“…This research work led to the development of a model and mathematical expression that are useful for manufacturers when making decisions at an early stage of production. The procedure for modeling queuing systems is relevant and necessary when solving problems both related to eliminating the loss of requests due to downtime or channel overload [16,17], and the efficient management of incoming requests [18][19][20]. It can therefore be concluded that, thanks to various methods for modeling queuing systems, they are an integral part of the analysis of ongoing work in many areas of activity.…”

Section: Introductionmentioning

confidence: 99%

Investigation of Queuing Systems in System Structure Management

E. V.

2024

Financial Engineering

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Queuing theory is used to develop recommendations for constructing queuing systems efficiently, organizing the associated operations and functionalities, and regulating request flows for optimal performance. This paper presents a study of the income functional for two specific cases of controlled queuing systems: the M/G*/1/N* system for a controlled service duration and number of waiting spaces, and the G*/M/n/m queuing system with a controlled arrival flow. The construction of a controlled semi-Markov process and the construction of an income functional on its trajectories were used as the basis for this study. The task is to find the optimal control strategy in the given queuing systems. An algorithm for finding optimal strategies applicable to similar queuing systems to increase their functioning efficiency when controlling the system’s main characteristics was developed for both systems.

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Section: Introductionmentioning

confidence: 99%