2022
DOI: 10.3390/axioms11100510
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Development of Integrated Linear Programming Fuzzy-Rough MCDM Model for Production Optimization

Abstract: One of the most common tools for achieving optimization and adequate production process management is linear programming (LP) in various forms. However, there are specific cases of the application of linear programming when production optimization implies several potential solutions instead of one. Exactly such a problem is solved in this paper, which integrates linear programming and a Multi-Criteria Decision-Making (MCDM) model. First, linear programming was applied to optimize production and several potenti… Show more

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Cited by 10 publications
(5 citation statements)
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“…The improved fuzzy SWARA is introduced by Vrtagić et al ( 2021 ). After that, many researchers have applied it to many fields such as the assessment of logistics village (Zolfani et al, 2021 ), healthcare system evaluation (Vojinović et al, 2022 ), construction machinery selection (Matić et al, 2022 ), the impact of vehicles on the safety of traffic (Damjanović et al, 2022 ), transportation of dangerous goods (Vojinović et al, 2021 ), sustainability of the economic system (Starčević et al, 2022 ), and production optimization (Dordevic et al, 2022 ). The improved fuzzy SWARA comprises five subsequent steps as follows:…”
Section: Methodsmentioning
confidence: 99%
“…The improved fuzzy SWARA is introduced by Vrtagić et al ( 2021 ). After that, many researchers have applied it to many fields such as the assessment of logistics village (Zolfani et al, 2021 ), healthcare system evaluation (Vojinović et al, 2022 ), construction machinery selection (Matić et al, 2022 ), the impact of vehicles on the safety of traffic (Damjanović et al, 2022 ), transportation of dangerous goods (Vojinović et al, 2021 ), sustainability of the economic system (Starčević et al, 2022 ), and production optimization (Dordevic et al, 2022 ). The improved fuzzy SWARA comprises five subsequent steps as follows:…”
Section: Methodsmentioning
confidence: 99%
“…Te CRADIS method was developed by Puška et al [60], whereas the Rough CRADIS method was developed by Dordevic et al [61]. Te CRADIS method calculates the deviation of the alternatives from the ideal and anti-ideal alternatives, as well as the deviation of the alternatives from the optimal alternative.…”
Section: Rough Cradis Methodmentioning
confidence: 99%
“…Riaz et al [47] proposed soft-max aggregation operators (AOs) related to LDFSs. Dordevic et al [48] introduced integrated linear programming fuzzy-rough MCDM model. Ali et al [49] gave the idea of Einstein Geometric AOs using a complex interval-valued Pythagorean fuzzy set.…”
Section: Kernel Fuzzy Clusteringmentioning
confidence: 99%