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Queueing systems with general renovationMulti-server queueing systems with complete and general renovation are revised. Such models
The Queueing System with Threshold-Based Direct and Inverse General Renovation Mechanism in the queue from which applications accepted into the system cannot be reset. A general renovation is a
STATIONARY CHARACTERISTICS OF THE GI/MSP/N/∞ QUEUE WITHGENERAL RENOVATIONConsideration is given to the GI/MSP/n/∞ queue with the general renovation mechanism. General
Stationary Characteristics of the two-node Tandem Queueing System with Poisson Arrivals and General RenovationWe consider the two-node tandem queueing system with finite capacity queues in both nodes
Comparation of two single-server queueing systems with exponential service times and threshold-based renovation of customers from the queue upon service completions. In the systems of the first type there is the threshold
Comparison of two active queue management schemes through the M/D/1/N queue performance characteristics of single-server queues with the general renovation mechanism may be as good
The Mathematical Model of the Retrial Queueing System with General Renovation and Recurrent Input FlowThe mathematical model of the system with recurrent input flow, repeated service and general
Two Types of Single-Server Queueing Systems with Threshold-Based Renovation Mechanism of the queue length, upon passing which the renovation mechanism is activated. For a system of the second type
STATIONARY CHARACTERISTICS OF THE GI/MSP/n/oo QUEUE WITH GENERAL RENOVATION servers, service process of markoviantype, queue of infinite capacity, and general renovation. General
Stationary waiting time distribution in G|M|n|r with random renovation policy is required. Queueing system with renovation when customers upon service completion pushes-out other customers
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