On some parallels between the loss probability in the GI/G/1 loss system and the delay probability in the GI/G/1 queue

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Resumen

In this paper, it is shown that the stationary probability of loss decreases when the service-time distribution becomes more variable in all Hk/G/1 loss systems for k≥2, while this probability increases when the service-time distribution becomes more variable in all GE2/G/1 loss systems. These properties parallel those of the stationary probability of delay in the corresponding infinite-capacity GI/G/1 queues. The relationship between the loss probability in the Ek/EL/1 loss system and the probability of delay in the Ek/E1/1 queue is also discussed.

Idioma originalInglés
Páginas (desde-hasta)191-194
Número de páginas4
PublicaciónOperations Research Letters
Volumen25
N.º4
DOI
EstadoPublicada - nov. 1999
Publicado de forma externa

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