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Asier Estevan, Esteban Induráin and Sergio Sara
 
''Ranking sets of objects: The task-performing model''
( 2026, Vol. 0 No.0 )
 
 
In the framework of the study of ranking sets of objects from an individual ranking of elements, we analyze a very specific model of preference extensions from a finite set to the family of its non-empty subsets, known as the task-performing model. This model constitutes a often used tool when a firm wants to hire more than one person based on an individual ranking on the set of candidates. We characterize its intrinsic mathematical nature as a special kind of positive natural-valued outer measure. We discuss some aspects of its use in practice.
 
 
Keywords: Individual preferences, ranking sets of objects, models of preference extensions, outer measures
JEL: C6 - Mathematical Methods and Programming: General
D7 - Analysis of Collective Decision-Making: General
 
Manuscript Received : Sep 23 2026 Manuscript Accepted : Oct 10 2026

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