A NEW RANKING APPROACH AND ITS APPLICATION TO SOLVING FUZZY CRITICAL PATH PROBLEMS
There are several methods for solving fuzzy critical path problems in which ranking approaches are used to compare fuzzy numbers. In this paper, some fuzzy critical path problems are chosen to show that the results obtained with fuzzy critical path methods that use existing ranking approaches are no...
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Stellenbosch University
2012-11-01
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doaj-ebc18a933ebd4f4297349ef808c2aa312020-11-24T21:38:54ZengStellenbosch UniversitySouth African Journal of Industrial Engineering1012-277X2224-78902012-11-012339110210.7166/23-3-513A NEW RANKING APPROACH AND ITS APPLICATION TO SOLVING FUZZY CRITICAL PATH PROBLEMSKaur, P.0Kumar, A.1Thapar UniversityThapar UniversityThere are several methods for solving fuzzy critical path problems in which ranking approaches are used to compare fuzzy numbers. In this paper, some fuzzy critical path problems are chosen to show that the results obtained with fuzzy critical path methods that use existing ranking approaches are not appropriate according to real life situations. To obtain appropriate results, a new ranking approach the Mehar ranking approach, is proposed for comparing LR flat fuzzy numbers. To show the advantages of the Mehar ranking approach over existing approaches, selected fuzzy critical path problems are solved by using the existing methods together with the Mehar ranking approach. It is shown that the obtained results are appropriate. http://sajie.journals.ac.za/pub/article/view/513/410Fuzzy critical path problems |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Kaur, P. Kumar, A. |
spellingShingle |
Kaur, P. Kumar, A. A NEW RANKING APPROACH AND ITS APPLICATION TO SOLVING FUZZY CRITICAL PATH PROBLEMS South African Journal of Industrial Engineering Fuzzy critical path problems |
author_facet |
Kaur, P. Kumar, A. |
author_sort |
Kaur, P. |
title |
A NEW RANKING APPROACH AND ITS APPLICATION TO SOLVING FUZZY CRITICAL PATH PROBLEMS |
title_short |
A NEW RANKING APPROACH AND ITS APPLICATION TO SOLVING FUZZY CRITICAL PATH PROBLEMS |
title_full |
A NEW RANKING APPROACH AND ITS APPLICATION TO SOLVING FUZZY CRITICAL PATH PROBLEMS |
title_fullStr |
A NEW RANKING APPROACH AND ITS APPLICATION TO SOLVING FUZZY CRITICAL PATH PROBLEMS |
title_full_unstemmed |
A NEW RANKING APPROACH AND ITS APPLICATION TO SOLVING FUZZY CRITICAL PATH PROBLEMS |
title_sort |
new ranking approach and its application to solving fuzzy critical path problems |
publisher |
Stellenbosch University |
series |
South African Journal of Industrial Engineering |
issn |
1012-277X 2224-7890 |
publishDate |
2012-11-01 |
description |
There are several methods for solving fuzzy critical path problems in which ranking approaches are used to compare fuzzy numbers. In this paper, some fuzzy critical path problems are chosen to show that the results obtained with fuzzy critical path methods that use existing ranking approaches are not appropriate according to real life situations. To obtain appropriate results, a new ranking approach the Mehar ranking approach, is proposed for comparing LR flat fuzzy numbers. To show the advantages of the Mehar ranking approach over existing approaches, selected fuzzy critical path problems are solved by using the existing methods together with the Mehar ranking approach. It is shown that the obtained results are appropriate.
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topic |
Fuzzy critical path problems |
url |
http://sajie.journals.ac.za/pub/article/view/513/410 |
work_keys_str_mv |
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1725933793944010752 |