Optimal threshold policies in a two-class preemptive priority queue with admission and termination control

G.A.J.F. Brouns; J. Wal, van der

doi:10.1007/s11134-006-8307-z

Optimal threshold policies in a two-class preemptive priority queue with admission and termination control

G.A.J.F. Brouns, J. Wal, van der

Stochastic Operations Research

Research output: Contribution to journal › Article › Academic › peer-review

21 Citations (Scopus)

Abstract

We consider a two-class 1 preemptive priority queue in which there are two essential, on-line decisions that have to be taken. The first is the decision to either accept or reject new type-1 or type-2 jobs. The second is the decision to abort jobs, i.e., to remove any type-1 or type-2 jobs from the system. We show that there exist optimal threshold policies for these two types of, decisions.

Original language	English
Pages (from-to)	21-33
Journal	Queueing Systems
Volume	54
Issue number	1
DOIs	https://doi.org/10.1007/s11134-006-8307-z
Publication status	Published - 2006

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abstract = "We consider a two-class 1 preemptive priority queue in which there are two essential, on-line decisions that have to be taken. The first is the decision to either accept or reject new type-1 or type-2 jobs. The second is the decision to abort jobs, i.e., to remove any type-1 or type-2 jobs from the system. We show that there exist optimal threshold policies for these two types of, decisions.",

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AB - We consider a two-class 1 preemptive priority queue in which there are two essential, on-line decisions that have to be taken. The first is the decision to either accept or reject new type-1 or type-2 jobs. The second is the decision to abort jobs, i.e., to remove any type-1 or type-2 jobs from the system. We show that there exist optimal threshold policies for these two types of, decisions.

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Optimal threshold policies in a two-class preemptive priority queue with admission and termination control

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