Summarization: The philosophy of preference disaggregation in multicriteria decision analysis encapsulates the assessment/inference of preference models, from given preferential structures, and the implementation of decision aid activities through consistent and robust operational models. This chapter presents a new outlook on the well-known UTA method, which is devoted to the elicitation of values through the inference of multiple additive value models. On top of that, it incorporates the latest theoretical developments, related to the robustness control of both the decision model and the surfacing decision aiding conclusions. An application example on job evaluation is elaborated as an educative example, while other potential areas for fu...
In the context of a Multi-criteria Decision Aiding process, eliciting a decision maker's (DM) prefer...
International audienceWe formulate some questions that may help an analyst to choose a multicriteria...
In this paper, we study Multiple Criteria Decision Aiding (MCDA) problems modeled using an additive ...
Summarization: UTA methods refer to the philosophy of assessing a set of value or utility functions,...
Abstract: UTA methods refer to the philosophy of assessing a set of value or utility functions, assu...
Multiple Criteria Decision Aid (MCDA) aims at providing support to a decision maker (DM) involved in...
Summarization: The preference disaggregation framework of multicriteria decision aid focuses on infe...
Multiple Criteria Decision Aid (MCDA) aims at providing support to a decision maker (DM) involved in...
Summarization: Disaggregation methods have become popular in multicriteria decision aiding (MCDA) fo...
Summarization: Multicriteria decision aid provides several methodologies which are well adapted to t...
International audiencePreferences are fundamental to decision processes, because decision analysts m...
Multiattribute Value Theory (MAVT) methods are perhaps the most intuitive mul-ticriteria methods, an...
ELECTRE TRI is a well-known method to assign a set of alternatives to a set of predefined categories...
AVAA TIEDOSTO, KUN ARTIKKELI ON JULKAISTU. EMBARGO 12 KUUKAUTTAIn the practice of multi-criteria dec...
Summarization: Disaggregation methods have been extensively used in multiple criteria decision makin...
In the context of a Multi-criteria Decision Aiding process, eliciting a decision maker's (DM) prefer...
International audienceWe formulate some questions that may help an analyst to choose a multicriteria...
In this paper, we study Multiple Criteria Decision Aiding (MCDA) problems modeled using an additive ...
Summarization: UTA methods refer to the philosophy of assessing a set of value or utility functions,...
Abstract: UTA methods refer to the philosophy of assessing a set of value or utility functions, assu...
Multiple Criteria Decision Aid (MCDA) aims at providing support to a decision maker (DM) involved in...
Summarization: The preference disaggregation framework of multicriteria decision aid focuses on infe...
Multiple Criteria Decision Aid (MCDA) aims at providing support to a decision maker (DM) involved in...
Summarization: Disaggregation methods have become popular in multicriteria decision aiding (MCDA) fo...
Summarization: Multicriteria decision aid provides several methodologies which are well adapted to t...
International audiencePreferences are fundamental to decision processes, because decision analysts m...
Multiattribute Value Theory (MAVT) methods are perhaps the most intuitive mul-ticriteria methods, an...
ELECTRE TRI is a well-known method to assign a set of alternatives to a set of predefined categories...
AVAA TIEDOSTO, KUN ARTIKKELI ON JULKAISTU. EMBARGO 12 KUUKAUTTAIn the practice of multi-criteria dec...
Summarization: Disaggregation methods have been extensively used in multiple criteria decision makin...
In the context of a Multi-criteria Decision Aiding process, eliciting a decision maker's (DM) prefer...
International audienceWe formulate some questions that may help an analyst to choose a multicriteria...
In this paper, we study Multiple Criteria Decision Aiding (MCDA) problems modeled using an additive ...