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Simulation of large-scale queueing systemsIn this paper we consider the dynamics of large-scale queueing systems with an infinite number
Mean-field approximation for large-scale queueing systems with a small parameter processes in large-scale queueing systems. The existence theorem is proved for the considered singularly
Using Dobrushin mean-field approach for queueing large-scale networks analysis the solutions uk(t). The evolution analysis of uk(t) (k = 1; 2;....) be applied to application in queueing large-scale
Numerical analysis of large-scale queueing system with a small parameterIn this work we study large-scale queueing systems (LSQS) with a small parameter using numerical
Dobrushin mean-field approach for queueing large-scale networks with a small parameter to application in queueing large-scale networks analysis. © 2017, Springer International Publishing AG.
Analysis of Queueing Systems with an Infinite Number of Servers and a Small ParameterIn this paper we consider the dynamics of large-scale queueing systems with an infinite number
A MAP/Γ/1/r system with a large service time variation coefficientA single-server queueing system with bounded buffer, Poisson flow, and gamma service time
THE SHORTEST QUEUE MODEL AND THE MEAN-FIELD APPROACH TO TIME-SCALE QUEUEING SYSTEMS WITH A SMALL PARAMETER of the time-scale queueing systems (TSQS) with the shortest queue policy (SQP). The evolution dynamics TSQS
Numerical Analysis of Shortest Queue Problem for Time-Scale Queueing System with a Small Parameter in time-scale queueing system (TSQS). In this paper we employ simulation analysis of the TSQS evolution
M/G/∞ queue with state-dependent heterogeneous batch arrivals, inverse service order, and probabilistic priorityConsideration is given to the stationary characteristics of single-server queues with the queue
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