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A Dichotomous Approach to Reduce Rank Reversal Occurrences in PROMETHEE II Rankings [PDF]
Multicriteria methods based on pairwise comparisons suffer from rank reversal occurrences when the set of alternatives is modified. In this paper, we consider an alternative PROMETHEE-based method to compute pre-orders. This should lead to face less rank reversal (RR) occurrences than in the traditional Promethee II ranking. It is based on hierarchical
Berghman, Erica +3 more
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Best criteria selection based PROMETHEE II method
OPSEARCH, 2020In recent years, PROMETHEE II has emerged as one of the most efficient and successfully applied outranking method in multi-criteria decision making (MCDM) problems. Conventional PROMETHEE II method presumes that the weights of the criteria are known beforehand, and this is rather a stringent assumption.
Anjali Singh, Anjana Gupta, Aparna Mehra
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On the Influence of Altering the Action Set on PROMETHEE II’s Relative Ranks
2017For some multi-criteria decision aid methods, the relative ranks of two actions may be inverted when the original set is altered. This phenomenon is known as rank reversal. In this contribution, we formalise rank reversal for the Prometheei¾źII method.
Eppe, Stefan, De Smet, Yves
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An improved PROMETHEE II method based on Axiomatic Fuzzy Sets
Neural Computing and Applications, 2014This paper proposes an improved Preference Ranking Organization Method for Enrichment Evaluations II method based on Axiomatic Fuzzy Sets (AFS). With AFS, the preference functions of alternatives can be easily decided by the ranking and difference degrees of performance values on each attribute.
Xiaojuan Tian +2 more
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Approximating Promethee II’s net flow scores by piecewise linear value functions [PDF]
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Eppe, Stefan, De Smet, Yves
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An alternative weight sensitivity analysis for PROMETHEE II rankings
Omega, 2018Abstract Most strategic decision problems involve the simultaneous optimization of several conflicting criteria. Among multicriteria decision aid methods, PROMETHEE II has earned some attention during the past decades. This method outputs a complete ranking of a set of alternatives, given some parameters provided by a decision maker, such as the ...
N.A.V. Doan, Y. De Smet
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Ensemble PROMETHEE II Method for Port Competitiveness Evaluation
International Journal on Advances in Information Sciences and Service Sciences, 2012Abstract PROMETHEE is an important method for multi-criteria decision-making. Inspired by ensemble methods, this paper proposes an ensemble PROMETHEE II model, in which multiple preference functions are used to reduce the risk of choosing a particularly preference function.
Xiaojuan Tian - +2 more
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Inferring criteria's relative importance coefficients in PROMETHEE II
International Journal of Operational Research, 2010Most of decision aid models involve parameters that allow modelling the decision-maker's preferences. These parameters' values must be determined with the decision-maker's collaboration. Notably, this is the case for the criteria's relative importance coefficients (RICs).
Hela Frikha +2 more
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P2CLUST: An extension of PROMETHEE II for multicriteria ordered clustering
2013 IEEE International Conference on Industrial Engineering and Engineering Management, 2013We address the problem of multicriteria ordered clustering i.e. The detection of ordered categories in a multicriteria context. Therefore, we propose an extension of PROMETHEE II called P2CLUST. The algorithm is both inspired by the k-means procedure and the underlying idea of the FLOWSORT method. The algorithm is tested on two real examples.
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An adaptive questioning procedure for eliciting PROMETHEE II's weight parameters
International Journal of Multicriteria Decision Making, 2014For most decision making problems, finding representative parameters of a decision maker’s preferences remains a challenging task. We adapt to the PROMETHEE II outranking method an eliciting procedure named Q-Eval that has been developed in the context of multi-attribute utility theory (MAUT).
Eppe, Stefan, De Smet, Yves
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