Ordinal ranking and preference strength
Mathematical Social SciencesPublished 1 June 1986
Wade D. Cook, Moshe Kress
Citations12
SJR quartileQ1
SJR score0.58
SNIP0.77
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Abstract
This paper extends the Kemeny and Snell model of ordinal ranking to include a preference strength component. This is accomplished by expanding the ranking space to allow for the incorporation of dummy objects in the object listing. A set of axioms is presented, which a distance function on this expanded space should adhere to. Under this set of conditions, the distance function is characterized and shown to be unique. It is also shown that the Kemeny and Snell model is naturally embedded in this general model.
Keywords
Computer ScienceDecision SciencesEconomics, Econometrics and Finance
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Two basic models for selecting projects within government departments are described and one of these, the ordinal intersection method, was found to be the most appropriate for the actual problem settings investigated.
