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Some features of a finite-source M/GI/1 retrial queuing system with collisions of customers
Nazarov A., Sztrik J., Kvach A.
In this paper a finite-source M/GI/1 retrial queuing system with collisions of customers
Analysis of the resource queueing system with an orbit
Maslov A.R., Sopin E.S.
of them is the unstable nature of the connection. Service can be interrupted for a number of reasons
Sojourn time analysis for processor sharing loss system with unreliable server
Samouylov K., Naumov V., Sopin E., Gudkova I., Shorgin S.
Processor sharing (PS) queuing systems and particularly their well-known class of egalitarian
Large-scale queuing systems and services pricing
Sevastianov L.A., Vasilyev S.A.
and large-scale queuing systems with reneging for mobile network was studied as well. Services pricing
Modeling hybrid communication center with self-services and threshold queuing control
Farkhadov Mais, Petukhova N.V., Efrosinin D.V., Semyonova O.V.
-node network with threshold control of queuing. One of these nodes describes the self-service servers
Система массового обслуживания с орбитами для анализа совместного обслуживания трафика с малыми задержками URLLC и широкополосного доступа eMBB в беспроводных сетях пятого поколения
Харин П.А., Макеева Е.Д., Кочеткова И.А., Ефросинин Д.В., Шоргин С.Я.
retrial queuing system with two orbits - one for temporary storage of interrupted eMBB users and the other
Modelling and performance analysis of pre-emption based radio admission control scheme for video conferencing over LTE
Borodakiy V.Y., Gudkova I.A., Markova E.V., Samouylov K.E.
the service degradation as well as service interruption. We propose a pre-emption based radio admission
On the analysis of a resource loss system with the waiting buffer
Daraseliya A.V., Sopin E.S.
and exponential service times, we analytically find the the system of equilibrium equations, solving which we get
Analysis of the Queuing Systems with Processor Sharing Service Discipline and Random Serving Rate Coefficients
Sopin E., Korshikov M.
In this paper, we develop the queuing system model with processor sharing discipline with random
Analysis of the Queuing Systems with Processor Sharing Service Discipline and Random Serving Rate Coefficients
Sopin E., Korshikov M.
In this paper, we develop the queuing system model with processor sharing discipline with random

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