A pertinent approach: Two class of uncertain priority queuing models under the steady state condition

The main purpose of this research article is to provide an appropriate interpretation of the priority queuing model. It creates uncertain sequence models with priority discipline, non-priority systems, models with priority systems, and models with non-priority systems. Here, we propose two models. F...

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Main Authors: Pamučar Dragan, Lakshmanaraj Ramya, Samayan Narayanamoorthy
Format: Article
Language:English
Published: University of Belgrade 2024-01-01
Series:Yugoslav Journal of Operations Research
Subjects:
Online Access:https://doiserbia.nb.rs/img/doi/0354-0243/2024/0354-02432400014P.pdf
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author Pamučar Dragan
Lakshmanaraj Ramya
Samayan Narayanamoorthy
author_facet Pamučar Dragan
Lakshmanaraj Ramya
Samayan Narayanamoorthy
author_sort Pamučar Dragan
collection DOAJ
description The main purpose of this research article is to provide an appropriate interpretation of the priority queuing model. It creates uncertain sequence models with priority discipline, non-priority systems, models with priority systems, and models with non-priority systems. Here, we propose two models. First, we discussed one array with a server and the second, two arrays with a server. These two model customers follow the rule of first come first served in their queue. The presence and service process follows the Poisson process and the high-speed process with ambiguous parameters. Our results are responsible for the best choice of exchange of preferred discipline. Blurred sequence models are more appropriate than uncertain scenes, which are commonly used as part of reality. Numerical results are provided to deal with the current service discipline. Despite the challenge of determining the optimal single-server uncertain queuing model with two class-priority fields, the steady-state performance of the service process is evaluated.
format Article
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institution Kabale University
issn 0354-0243
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language English
publishDate 2024-01-01
publisher University of Belgrade
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series Yugoslav Journal of Operations Research
spelling doaj-art-4820f5c679dc46bfb64129067562582f2025-01-30T06:47:14ZengUniversity of BelgradeYugoslav Journal of Operations Research0354-02431820-743X2024-01-0134460362610.2298/YJOR240217014P0354-02432400014PA pertinent approach: Two class of uncertain priority queuing models under the steady state conditionPamučar Dragan0https://orcid.org/0000-0001-8522-1942Lakshmanaraj Ramya1https://orcid.org/0009-0009-7693-759XSamayan Narayanamoorthy2https://orcid.org/0000-0002-3782-4666Department of Operations Research and Statistics, Faculty of Organizational Sciences, University of Belgrade, Belgrade, SerbiaDepartment of Mathematics, Bharathiar University, Coimbatore, IndiaDepartment of Mathematics, Bharathiar University, Coimbatore, IndiaThe main purpose of this research article is to provide an appropriate interpretation of the priority queuing model. It creates uncertain sequence models with priority discipline, non-priority systems, models with priority systems, and models with non-priority systems. Here, we propose two models. First, we discussed one array with a server and the second, two arrays with a server. These two model customers follow the rule of first come first served in their queue. The presence and service process follows the Poisson process and the high-speed process with ambiguous parameters. Our results are responsible for the best choice of exchange of preferred discipline. Blurred sequence models are more appropriate than uncertain scenes, which are commonly used as part of reality. Numerical results are provided to deal with the current service discipline. Despite the challenge of determining the optimal single-server uncertain queuing model with two class-priority fields, the steady-state performance of the service process is evaluated.https://doiserbia.nb.rs/img/doi/0354-0243/2024/0354-02432400014P.pdfqueuing theorypriority-disciplineuncertain parametersingle server
spellingShingle Pamučar Dragan
Lakshmanaraj Ramya
Samayan Narayanamoorthy
A pertinent approach: Two class of uncertain priority queuing models under the steady state condition
Yugoslav Journal of Operations Research
queuing theory
priority-discipline
uncertain parameter
single server
title A pertinent approach: Two class of uncertain priority queuing models under the steady state condition
title_full A pertinent approach: Two class of uncertain priority queuing models under the steady state condition
title_fullStr A pertinent approach: Two class of uncertain priority queuing models under the steady state condition
title_full_unstemmed A pertinent approach: Two class of uncertain priority queuing models under the steady state condition
title_short A pertinent approach: Two class of uncertain priority queuing models under the steady state condition
title_sort pertinent approach two class of uncertain priority queuing models under the steady state condition
topic queuing theory
priority-discipline
uncertain parameter
single server
url https://doiserbia.nb.rs/img/doi/0354-0243/2024/0354-02432400014P.pdf
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