Open Access
Table 2
Comparative table of attributes to decision support tools, based on quantitative criteria.
Attributes | Tool | ||||
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AHP | Delphi | Brainstorming | Nominal Group Technique | AHP-Delphi | |
Transparency and reliability |
![]() Systematic and consistent. It is able to assemble the decision-making process orderly and foster transparent judgments |
![]() It may generate controversy, according to Goodman (1987), due to anonymity. The lack of accuracy can create a mistrust of the stakeholders |
![]() It is transparent, however, due to difficulty of objectivity may generate criticisms regarding its reliability |
![]() It is transparent, however, due to difficulty of objectivity may generate criticisms regarding its reliability |
![]() Systematic and consistent. It is able to assemble the decision-making process orderly and foster transparent judgments. Delphi technique reduces the AHP inconsistencies |
Low level of subjectivity |
![]() It turns quantitative data into qualitative. It reduces the problem of subjectivity |
![]() It addresses both quantitative and qualitative data. It is able to reduce subjectivity |
![]() High level of subjectivity |
![]() High level of subjectivity |
![]() It turns quantitative data into qualitative. It reduces the problem of subjectivity |
Supporting for decision making prone to updating |
![]() If there is no change in the weights of criteria, it is possible to re-apply the technique to obtain another option |
![]() It would be required another round of the Delphi method - considering the updates coming from the interest group |
![]() It would be required a new brainstorming session for information updates |
![]() It would be required a new NGT session for information updates |
![]() If there is no change in the weights of criteria, it is possible to re-apply the technique to obtain another option |
Multicriteria analysis |
![]() It is one of the most known and efficient MCDA methods |
![]() It can be used for multicriteria decision making, whether quantitative or qualitative |
![]() Although it can handle with multicriteria problems at the same time, may be complications due to its subjectivity |
![]() Although it can handle with multicriteria problems at the same time, may be complications due to its subjectivity |
![]() Its multicriteria analysis is based on AHP technique |
Ease of deployment |
![]() It is considered the opinion of one expert per time. Easy data gathering, and results achievement |
![]() It is considered the opinion of one expert per time. Easy data gathering, but may occur some difficulty in data obtaining if the problem complexity requires a high number of sessions |
![]() Ease of deployment. However, the main difficulty is to gather all participants (experts) at the same time |
![]() Ease of deployment. However, the main difficulty is to gather all participants (experts) at the same time |
![]() It is considered the opinion of one expert per time. Easy data gathering, and results achievement |
Application time |
![]() Fast process. It is based on a matrix construction, which may extend a little further, if facing difficulties in finding an acceptable consistency |
![]() Time consuming process. The application time varies according to the problem complexity and the amount of sessions required |
![]() Time consuming process. The application time varies according to the number of participants and the amount of ideas required |
![]() Time consuming process. Usually, it requires more time than brainstorming because it deals with only one problem at time |
![]() Time consuming process. Usually, it follows the same steps of Delphi method |
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