Mathematical Modeling of Interrelationship Analysis to Determine Multi-Criteria Decision Making Casual Relations
Abstract: The Multi Criteria Decision Making (MCDM) delivers strong decision making in areas where selection of best alternative is highly complex. This paper reviews and explain the main condensations of MCDM models and practices in detail. The purpose is explained and identify various application...
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my.ump.umpir.139062018-03-20T04:03:57Z http://umpir.ump.edu.my/id/eprint/13906/ Mathematical Modeling of Interrelationship Analysis to Determine Multi-Criteria Decision Making Casual Relations Aghelie, Amir Sorooshian, Shahryar Noor Azlinna, Azizan H Social Sciences (General) HA Statistics Abstract: The Multi Criteria Decision Making (MCDM) delivers strong decision making in areas where selection of best alternative is highly complex. This paper reviews and explain the main condensations of MCDM models and practices in detail. The purpose is explained and identify various application and the approaches and to suggests different MCDM models for different decision makling issues and how to select the best alternatives. This paper also examines the DEMATEL model and problems in DEMATEL for decision making and how DEMATEL have been improved to overcome the problems. The MCDM methods have helped to choose the best alternatives where that they are many criteria are present, the best can be selected and analyzed the different scope for the criteria, weights for the criteria and the choose the ideal ones using any multi criteria decision making methods. Akademi Baru 2016 Article PeerReviewed application/pdf en http://umpir.ump.edu.my/id/eprint/13906/1/ARDV20_N1_P18_33.pdf Aghelie, Amir and Sorooshian, Shahryar and Noor Azlinna, Azizan (2016) Mathematical Modeling of Interrelationship Analysis to Determine Multi-Criteria Decision Making Casual Relations. Journal of Advanced Research Design, 20 (1). pp. 18-33. ISSN 2289-7984 http://www.akademiabaru.com/doc/ARDV20_N1_P18_33.pdf |
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H Social Sciences (General) HA Statistics Aghelie, Amir Sorooshian, Shahryar Noor Azlinna, Azizan Mathematical Modeling of Interrelationship Analysis to Determine Multi-Criteria Decision Making Casual Relations |
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Abstract: The Multi Criteria Decision Making (MCDM) delivers strong decision making in areas where selection of best alternative is highly complex. This paper reviews and explain the main condensations of MCDM models and practices in detail. The purpose is explained and identify various application and the approaches and to suggests different MCDM models for different decision makling issues and how to select the best alternatives. This paper also examines the DEMATEL model and problems in DEMATEL for decision making and how DEMATEL have been improved to overcome the problems. The MCDM methods have helped to choose the best alternatives where that they are many criteria are present, the best can be selected and analyzed the different scope for the criteria, weights for the criteria and the choose the ideal ones using any multi criteria decision making methods. |
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Article |
author |
Aghelie, Amir Sorooshian, Shahryar Noor Azlinna, Azizan |
author_facet |
Aghelie, Amir Sorooshian, Shahryar Noor Azlinna, Azizan |
author_sort |
Aghelie, Amir |
title |
Mathematical Modeling of Interrelationship Analysis to Determine Multi-Criteria Decision Making Casual Relations
|
title_short |
Mathematical Modeling of Interrelationship Analysis to Determine Multi-Criteria Decision Making Casual Relations
|
title_full |
Mathematical Modeling of Interrelationship Analysis to Determine Multi-Criteria Decision Making Casual Relations
|
title_fullStr |
Mathematical Modeling of Interrelationship Analysis to Determine Multi-Criteria Decision Making Casual Relations
|
title_full_unstemmed |
Mathematical Modeling of Interrelationship Analysis to Determine Multi-Criteria Decision Making Casual Relations
|
title_sort |
mathematical modeling of interrelationship analysis to determine multi-criteria decision making casual relations |
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Akademi Baru |
publishDate |
2016 |
url |
http://umpir.ump.edu.my/id/eprint/13906/1/ARDV20_N1_P18_33.pdf http://umpir.ump.edu.my/id/eprint/13906/ http://www.akademiabaru.com/doc/ARDV20_N1_P18_33.pdf |
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