Consideration is given to a discretetime queueing system with inverse discipline, service interruption and resumption, second-order geometrical demand arrival, arbitrary (discrete) distribution of demand length and finite storage. Each demand entering the queue has random volume besides its length. The total volume of the demands in the queue is limited by a certain number. Formulae for the stationary probabilities of states and the stationary waiting time distribution in the queuing system are obtained.

A Geo_m/G/1/n Queueing System with LIFO Discipline, Service Interruptions and Resumption, and Restrictions on the Total Volume of Demands

CASCONE, ANNUNZIATA;MANZO, Rosanna;
2010-01-01

Abstract

Consideration is given to a discretetime queueing system with inverse discipline, service interruption and resumption, second-order geometrical demand arrival, arbitrary (discrete) distribution of demand length and finite storage. Each demand entering the queue has random volume besides its length. The total volume of the demands in the queue is limited by a certain number. Formulae for the stationary probabilities of states and the stationary waiting time distribution in the queuing system are obtained.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11386/2601304
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