Paper (2023)
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Open access to the full text in PolyPublie and at the publisher's website
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Abstract
Assume that in the M=G=k queueing model, it is possible to choose the number of servers who are working at the beginning of any service period. Suppose that the system starts at time t0 and that there are then k + l customers waiting for service. We want to determine the optimal number of servers that should be used to reduce the total number of customers to k + r, where 0 � r < l, taking the control costs into account. The particular case when the service time is deterministic is treated.
Uncontrolled Keywords
Funders:
NSERC
ISBN:
9789975684927
PolyPublie URL:
Conference Title:
Workshop on Intelligent Information Systems (WIIS 2023)
Conference Location:
Chisinau, Republic of Moldova
Conference Date(s):
2023-10-19 - 2023-10-21
Publisher:
Valnex
Official URL:
OAI:
oai:publications.polymtl.ca:57196
ORCID
Date Deposited:
29 Jan 2024 14:38
Last Modified:
13 Oct 2026 15:03
Cite in APA 7:
Lefebvre, M. (2023, October). An optimal control problem for a modified M/G/k queueing system [Paper]. Workshop on Intelligent Information Systems (WIIS 2023), Chisinau, Republic of Moldova. https://ibn.idsi.md/vizualizare_articol/192233
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