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Numerical analysis of optimal control for system with nonuniform units
Efrosinin D.V., Rykov V.V.
Howard algorithm, numerical study is carried out of optimal service disciplines by a system with several
Stationary sojourn times in map/ph/1/r queue with bi-level hysteretic control of arrivals
Razumchik R.V.
characteristics of a finite-capacity queueing system operating in a random environment with the bi
Analysis of a Resource-Based Queue with the Parallel Service and Renewal Arrivals
Lisovskaya E., Pankratova E., Moiseeva S., Pagano M.
Classical queueing theory is often not suitable to model modern computer and communication systems
A single-server retrial queue system with multidimensional Poisson flow
Atencia I.M., Bocharov P.P., D'Apice C., Phong N.H.
A single-server bufferless queue system with It independent Poisson input flows and arbitrary
RESOURCE QS WITH THE REQUIREMENTS COPYING
Galileyskaya A.A., Lisovskaya E.Yu., Fedorova E.A.
In this paper a resource queueing system with the Poisson arrival process, an arbitrary service
The Modeling of Distributed Computing System as a specific case of Queueing System
Mamonov A.A., Salpagarov S.I.
Technology development of teletraffic and Queuing systems, has led to the development
STATIONARY CHARACTERISTICS OF THE DISCRETE TIME GEO/G/1 NON- PREEMPTIVE LIFO QUEUE WITH RESAMPLING
Razumchik R.V., Dang T.Y.
) and then occupies the first place in the queue. Moments of the stationary system size and of the stationary sojourn
Delay analysis of a queue with re-sequencing buffer and Markov environment
Razumchik R., Telek M.
Delay analysis of a queue with re-sequencing buffer and Markov environment
Performance of sigtran-based signaling links deployed in mobile networks
Chukarin A., Pershakov N., Samouylov K.
Migrating to Signaling System 7 over IP through Sigtran deployment is a cost-effective solution
Example of Degrading Network Slicing System in Two-Service Retrial Queueing System
Moskaleva F., Lisovskaya E., Lapshenkova L., Shorgin S., Gaidamaka Y.
retrial queueing system. First, we build a mathematical model, for defining of the degradation probability

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