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New scheduling policy for estimation of stationary performance characteristics in single server queues with inaccurate job size information to predict such estimates of system's performance characteristics (for example, job's mean sojourn time
Dispatching to two parallel nonobservable queues using only static information) is unavailable for the dispatcher. For such nonobservable queues, it is known that minimum mean sojourn time
Сети массового обслуживания с конечным числом потоков отрицательных заявок и с ограниченным временем пребыванияQueueing networks with finite number of flows of negative customers and with limited sojourn time
Using inter-arrival times for scheduling in non-observable queues respect to the job's mean waiting and mean sojourn time). But if the broker can memorize its decision
Stationary time characteristics of the GI/M/n/∞ system with some variants of the generalized renovation discipline, the stationary time characteristics of sojourn in the buffer were determined © 2009 Pleiades Publishing, Ltd.
Time-related stationary characteristics in queueing system with constant service time under hysteretic policy to probability distribution (in terms of Laplace-Stieltjes transform) of system's sojourn time in different modes
STATIONARY CHARACTERISTICS OF THE DISCRETE TIME GEO/G/1 NON- PREEMPTIVE LIFO QUEUE WITH RESAMPLINGWe consider the discrete time GeojGj1 queue with non-preemptive LIFO service discipline
Response time analysis in terms of laplace-stieltjes transform for cloud computing system with hysteretic control and limited simultaneous activations of the response time and the sojourn time is developed. The algorithm is used to analyze response time
MATRIX-GEOMETRIC DISTRIBUTIONS OF A QUEUE UNDER THE LCFS DISCIPLINE WITH INTERRUPTIONS AND DISTRIBUTIONS OF THE PHASE TYPE for calculating the initial times of the sojourn of the customer in the system are presented.
Stationary distribution of waiting time in MAP/G/1/N queueing system with LIFO service discipline research we focus on investigating the stationary distribution of waiting (sojourn) time in the system
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