Ranking Completely Uncertain Decisions by the Uniform Expected Utility Criterion

Nicolás Gravel · Thierry Marchant C · Arunava Sen

11 citations0/0 files storedRePEc: Research Papers in Economics

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Decision-Making and Behavioral Economics Multi-Criteria Decision Making Game Theory and Voting Systems

Abstract

We provide an axiomatic characterization of a family of criteria for ranking completely uncertain decisions. A completely uncertain decision is described by the set of all its consequences (assumed to be finite). Each of the criterion characterized can be thought of as assigning to all consequences of a decision an equal probability of occurrence and as comparing decisions on the basis of the expected utility of their consequences for some utility function.

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References

1989Maxmin expected utility with non-unique prior 2015Games and Decisions 2004Subjective probability and expected utility without additivity 1971Utility Theory for Decision Making 1990Foundations of Measurement 2004Ranking Sets of Objects 1978A Theorem on Utilitarianism 2008Ambiguity Without a State Space

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2013Min–max decision rules for choice under complete uncertainty: Axiomatic characterizations for preferences over utility intervals 2016On the Rejectability of the Subjective Expected Utility Theory 2009An experimental investigation of transitivity in set ranking

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