2021
DOI: 10.3390/su13105502
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Decision Tree and AHP Methods Application for Projects Assessment: A Case Study

Abstract: This research is dedicated to the modelling of decision process occurring during the implementation of construction projects. Recent studies generally do not assess the robustness of the decisions regarding the possible changes during the construction project implementation. However, such an assessment might increase the reliability of the decision-making process. We addressed this gap through a new model that combines the decision-making process modelling with the AHP method and includes the analysis of model… Show more

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Cited by 28 publications
(9 citation statements)
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“…Meanwhile, the decision trees are used for prediction functions such as classification and regression. The nodes represent the data set features, and the branches represent the rules of the decisions [12]. This decision tree has two nodes: the decision node and the leaf node.…”
Section: Materials and Methods Supervised Learningmentioning
confidence: 99%
“…Meanwhile, the decision trees are used for prediction functions such as classification and regression. The nodes represent the data set features, and the branches represent the rules of the decisions [12]. This decision tree has two nodes: the decision node and the leaf node.…”
Section: Materials and Methods Supervised Learningmentioning
confidence: 99%
“…The AHP technique is a multi-criteria decision-making that assesses the weights of criteria and prioritizes options in a structured manner through pairwise comparisons (Bao et al, 2021). Considering that linguistic values and subjective judgments during comparisons can be imprecise, this study utilized fuzzy logic (Maceika et al, 2021). Buckley (1985) expanded Saaty's AHP by assigning precise ratios when comparing criteria and options, and by deriving their fuzzy weights using the geometric mean method.…”
Section: Fuzzy Multi-criteria Decision Makingmentioning
confidence: 99%
“…The pairwise comparison matrix table is the output which is based on the criteria priority we have provided. In the pairwise comparison matrix, the diagonals always get values of only one [33]. Based on the pairwise comparison table, a standardized matrix has been obtained.…”
Section: Pairwise Comparisonsmentioning
confidence: 99%