A decision model for the multiple criteria group secretary problem: Theoretical considerations

A decision model for the multiple criteria group secretary problem: Theoretical considerations

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Article ID: iaor19971488
Country: United Kingdom
Volume: 47
Issue: 8
Start Page Number: 1046
End Page Number: 1053
Publication Date: Aug 1996
Journal: Journal of the Operational Research Society
Authors: , ,
Keywords: programming: multiple criteria, measurement
Abstract:

A decision model is developed for solving the discrete multiple criteria group secretary problem. The model extends the single decision-maker progressive algorithm by Korhonen, Moskowitz and Wallenius to group contexts. As the original progressive algorithm, it relaxes the usual assumption of a fixed set of available decision alternatives and complete knowledge of a decision-maker’s preference structure (value function). The decision-makers are requested to settle on a compromise, if possible. The model then proceeds with determining the likelihood of finding possibly/surely better settlements (compromises). Linear value functions, linear prospect theory-type value functions, and quasiconcave value functions are considered.

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