Consideration was given to the discrete-time MAP/G/1/∞ queuing system where the arriving customer is taken to the server with a certain probability depending only of the processed length of the customer in service and squeezes out its predecessor to the first place on the queue or, with the complementary probability, occupies the first place on the queue (inversive probabilistic servicing discipline). For this system, the main stationary operational characteristics were established.

Discrete-Time MAP/G/1/∞ System with InversiveProbabilistic Servicing Discipline

CASCONE, ANNUNZIATA;MANZO, Rosanna;SALERNO, Saverio
2010

Abstract

Consideration was given to the discrete-time MAP/G/1/∞ queuing system where the arriving customer is taken to the server with a certain probability depending only of the processed length of the customer in service and squeezes out its predecessor to the first place on the queue or, with the complementary probability, occupies the first place on the queue (inversive probabilistic servicing discipline). For this system, the main stationary operational characteristics were established.
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Utilizza questo identificativo per citare o creare un link a questo documento: http://hdl.handle.net/11386/2600529
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