Abstract
Suppose you wish to describe how some particular individual takes decisions under risk1. This could be for several reasons, most obviously: because you wished to predict how this individual might behave in some future decision problem; or because the individual wished to know whether or not the decision rule that he or she was implicitly using was a sensible rule in some sense. How might you set about this task?
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References
Allais M and Hagen O (eds) (1979), Expected Utility Hypotheses and the Allais Paradox, Reidel.
Ballinger T P and Wilcox N T (1997), “Decisions, Error and Heterogeneity”, Economic Journal, 107, 1090–1105.
Carbone E and Hey J D (1994), “Discriminating Between Preference Functionals: A Preliminary Monte Carlo Study”, Journal of Risk and Uncertainty, 8, 223–242.
Carbone E and Hey J D (1995a) “Utility Preference Functionals Using Complete Ranking Data”, in Munier B and Machina M J (eds), Models and Experiments on Risk and Rationality, Kluwer Academic Publishers.
Carbone E. and Hey J D (1995b), “A Comparison of the Estimates of EU and non-EU Preference Functionals Using Data from Pairwise Choice and Complete Ranking Experiments”, Geneva Papers on Risk and Insurance Theory, 20(1), 111–113.
Carlin P S (1990), “Is the Allais Paradox Robust to a Seemingly Trivial Change of Frame?”, Economics Letters, 34, 241–244.
Chew C S (1983), “A Generalization of the Quaslilinear Mean with Applications to the Measurement of Income Inequality and Decision Theory Resolving the Allais Paradox”, Econometrica, 51, 1065–1092.
Chew C S, Epstein L G and Segal U (1991), “Mixture Symmetry and Quadratic Utility”, Econometrica, 59,139–164.
Dekel E (1986), “An Axiomatic Characterization of Preferences under Uncertainty — Weakening the Independence Axiom”, Journal of Economic Theory, 40, 304–318.
Gul F (1991), “A Theory of Disappointment Aversion”, Econometrica, 59, 667–686.
Harless D and Camerer C F (1994), “The Predictive Utility of Generalized Expected Utility Theories”, Econometrica, 62, 1251–1290.
Hey J D (1995), “Experimental Investigations of Errors in Decision Making under Risk, European Economic Review, 39(3–4), 633–6
Hey J D and Carbone E (1995), “Stochastic Choice with Deterministic Preferences: An Experimental Investigation”, Economics Letters, 47, 161–167.
Hey J D and Orme C D (1994), “Investigating Generalisations of Expected Utility Theory Using Experimental Data”, Econometrica, 62, 1291–1326.
Holt CA (1988), “Preference Reversals and the Independence Axiom”, American Economic Review, 76, 508–515.
Kami E and Safra Z (1987), “Preference Reversals and the Observability of Preferences by Experimental Methods”, Econometrica, 55, 675–685.
Loomes G C (1991), “Testing Decision Theories by using Value Equivalents”, Oxford Economic Papers, 43, 644–666.
Loomes G C and Sugden R (1987), “Some Implications of a More General Form of Regret Theory”, Journal of Economic Theory, 41, 270–287.
Loomes G C and Sugden R (1995), “Incorcorporating a Stochastic Element into Decision Theories, European Economic Review, 39(3–4), 641–6
Luce R D (1958), “A Probabilistic Theory of Utility”, Econometrica, 26, 193–224.
Selten R (1991), “Properties of a Measure of Predictive Success”, Mathematical Social Sciences, 21, 153–167.
Smith W L and Walker J M (1993), “Monetary Rewards and Decision Cost in Experimental Economics”, Economic Inquiry, 31, 245–261.
Starmer C and Sugden R (1991), “Does the Random Lottery Incentive System Elicit True Preferences?”, American Economic Review, 81, 971–978.
Viscusi W K (1989), “Prospective Reference Theory: Towards an Explanation of the Paradoxes”, Journal of Risk and Uncertainty, 2, 235–264.
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Hey, J.D. (1999). Estimating (Risk) Preference Functionals Using Experimental Methods. In: Luini, L. (eds) Uncertain Decisions. Springer, Boston, MA. https://doi.org/10.1007/978-1-4615-5083-9_5
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DOI: https://doi.org/10.1007/978-1-4615-5083-9_5
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