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QUEUEING SYSTEM WITH THE GROUP POISSON ARRIVAL AND THE INVERSION PROBABILISTIC SERVICE DISCIPLINE
Efimov V.I.
. Presents the results of developed simulation model of the system for different occasions.
Analysis of queuing systems with threshold renovation mechanism and inverse service discipline
Zaryadov I.S., Viana H.C., Milovanova T.A.
in the queue from which claims that have entered the system cannot be dropped. In the model of the third type
A queueing system with negative claims and a bunker for superseded claims in discrete time
Pechinkin A.V., Razumchik R.V.
We consider a discrete time single-line queueing system with independent geometric streams
To analysis of a two-buffer queuing system with cross-type service and additional penalties
Kochetkova I.A., Vlaskina A.S., Efrosinin D.V., Khakimov A.A., Burtseva S.A.
options for selecting applications from queues are possible, queue numbers, therefore, the intensities
Asymptotic waiting time analysis of finite source M/GI/1 retrial queueing systems with conflicts and unreliable server
Nazarov, Anatoly A., Sztrik, János, Kvach, Anna
finite source M/G/1 retrial queueing system where conflicts may happen and the server is unreliable
Mathematical model of call center in the form of multi-server queueing system
Nazarov, Anatoly A., Moiseev, Alexander N., Moiseeva, Svetlana P.
The paper considers the model of a call center in the form of a multi-server queueing system
Batch Service Queue Model Design and Analysis
Samouylov K.E., Pershakov N.V., Gudkova I.A.
fixed-size batch queue model M|M[K]|l|∞ is studied. Expressions are obtained
High-Order Non-uniform Grid Scheme for Numerical Analysis of Queueing System with a Small Parameter
Vasilyev S.A., Bouatta M.A., Tsareva G.O.
Now many researchers are paying great attention to the study of large-scale queueing systems (LSQS
Theoretical description of metabolism using queueing theory
Evstigneev, V. P., Holyavka, M. G., Khrapatiy, S. V., Evstigneev, M. P.
of the Pachinkomodel (seeNicholson andWilson in Nat Rev Drug Discov 2:668–676, 2003) and the queueing theory
Minimizing mean response time in non-observable distributed systems with processor sharing nodes
Konovalov M., Razumchik R.
Consider a non-observable distributed processing system with N ≥ 2 single server queues operating

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