Economical heuristics for fully interval integer multi-objective fuzzy and non-fuzzy transportation problems

The single-objective fuzzy or non-fuzzy transportation problem (TP) is not capable of dealing with real-life decision-making problems due to our current competitive market state. In this article, we investigate a fully integer interval multiobjective transportation problem (FIIMOTP) and a f...

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Main Authors: Baranwal Tarishi, Akilbasha A.
Format: Article
Language:English
Published: University of Belgrade 2024-01-01
Series:Yugoslav Journal of Operations Research
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Online Access:https://doiserbia.nb.rs/img/doi/0354-0243/2024/0354-02432400035B.pdf
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author Baranwal Tarishi
Akilbasha A.
author_facet Baranwal Tarishi
Akilbasha A.
author_sort Baranwal Tarishi
collection DOAJ
description The single-objective fuzzy or non-fuzzy transportation problem (TP) is not capable of dealing with real-life decision-making problems due to our current competitive market state. In this article, we investigate a fully integer interval multiobjective transportation problem (FIIMOTP) and a fully fuzzy integer multi-objective transportation problem (FFIMOTP). We also provide two solution approaches for solving the FIIMOTP and FFIMOTP. Numerical examples are provided to validate these two approaches. Our results show that the proposed algorithm hugely outperforms the best solution approaches.
format Article
id doaj-art-77b36cffdba5431b9eef32890639912f
institution Kabale University
issn 0354-0243
1820-743X
language English
publishDate 2024-01-01
publisher University of Belgrade
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series Yugoslav Journal of Operations Research
spelling doaj-art-77b36cffdba5431b9eef32890639912f2025-01-30T06:47:14ZengUniversity of BelgradeYugoslav Journal of Operations Research0354-02431820-743X2024-01-0134474376410.2298/YJOR240115035B0354-02432400035BEconomical heuristics for fully interval integer multi-objective fuzzy and non-fuzzy transportation problemsBaranwal Tarishi0https://orcid.org/0009-0002-6199-1605Akilbasha A.1https://orcid.org/0000-0001-6914-0667Department of Mathematics and Statistics, Dr. Vishwanath Karad MIT World Peace University, Pune, Maharashtra, IndiaDepartment of Mathematics and Statistics, Dr. Vishwanath Karad MIT World Peace University, Pune, Maharashtra, IndiaThe single-objective fuzzy or non-fuzzy transportation problem (TP) is not capable of dealing with real-life decision-making problems due to our current competitive market state. In this article, we investigate a fully integer interval multiobjective transportation problem (FIIMOTP) and a fully fuzzy integer multi-objective transportation problem (FFIMOTP). We also provide two solution approaches for solving the FIIMOTP and FFIMOTP. Numerical examples are provided to validate these two approaches. Our results show that the proposed algorithm hugely outperforms the best solution approaches.https://doiserbia.nb.rs/img/doi/0354-0243/2024/0354-02432400035B.pdffuzzy integer multi-objective transportation problemsolution approachinteger interval multi-objective transportation problemdecision making
spellingShingle Baranwal Tarishi
Akilbasha A.
Economical heuristics for fully interval integer multi-objective fuzzy and non-fuzzy transportation problems
Yugoslav Journal of Operations Research
fuzzy integer multi-objective transportation problem
solution approach
integer interval multi-objective transportation problem
decision making
title Economical heuristics for fully interval integer multi-objective fuzzy and non-fuzzy transportation problems
title_full Economical heuristics for fully interval integer multi-objective fuzzy and non-fuzzy transportation problems
title_fullStr Economical heuristics for fully interval integer multi-objective fuzzy and non-fuzzy transportation problems
title_full_unstemmed Economical heuristics for fully interval integer multi-objective fuzzy and non-fuzzy transportation problems
title_short Economical heuristics for fully interval integer multi-objective fuzzy and non-fuzzy transportation problems
title_sort economical heuristics for fully interval integer multi objective fuzzy and non fuzzy transportation problems
topic fuzzy integer multi-objective transportation problem
solution approach
integer interval multi-objective transportation problem
decision making
url https://doiserbia.nb.rs/img/doi/0354-0243/2024/0354-02432400035B.pdf
work_keys_str_mv AT baranwaltarishi economicalheuristicsforfullyintervalintegermultiobjectivefuzzyandnonfuzzytransportationproblems
AT akilbashaa economicalheuristicsforfullyintervalintegermultiobjectivefuzzyandnonfuzzytransportationproblems