Uncertain Multi -Objective Multi -Item Four Dimensional Fractional Transportation Model

Furthermore, all the uncertain linear fractional objective functions of the proposed model are converted to a single objective function and obtained an optimal solution for the proposed model. NuranGuzel[8],by solving non-linear fraction with single objective function, as proposed by Dinklbach(1967)...

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Veröffentlicht in:Annals of the Romanian society for cell biology Jg. 25; H. 4; S. 231 - 249
Hauptverfasser: Annamalaınatarajan, Revathi, Swaminathan, Mohanaselvi
Format: Journal Article
Sprache:Englisch
Veröffentlicht: Arad "Vasile Goldis" Western University Arad, Romania 01.01.2021
Schlagworte:
Expected values
Fuzzy sets
Linear programming
Methods
Objectives
Optimization
Random variables
ISSN:2067-3019, 2067-8282
Online-Zugang:Volltext
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Zusammenfassung:Furthermore, all the uncertain linear fractional objective functions of the proposed model are converted to a single objective function and obtained an optimal solution for the proposed model. NuranGuzel[8],by solving non-linear fraction with single objective function, as proposed by Dinklbach(1967)[9],developed the solution to multi-objective linear fractional programming problem[MOLFPP].When we consider multiple objectives and products in a four dimensional fractional transportation problem[4DFTP] it becomes four dimensional multi-objective multi-item fractional transportation problems[4DMOMIFTP]. [18]proposed a solving method. Since Zadeh's fuzzy set theory[10] could not handle situations consisting incomplete information, we use uncertainty theory founded by Liu [19] to handle such indeterminacies. All the uncertain linear fractional objective functions of the proposed model are converted to a single objective function by using the method introduced by Dinkelbach[9]and obtained an optimal solution for the proposed model.
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ISSN:2067-3019
2067-8282