2011
DOI: 10.1007/s00199-011-0649-z
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Attitudes toward uncertainty and randomization: an experimental study

Abstract: Subjects are randomization-loving if they prefer random mixtures of two bets to each of the involved bets. Various approaches appeal to such preferences in order to explain uncertainty aversion. We examine the relationship between uncertainty and randomization attitude experimentally. Our data suggests that they are not negatively associated: most uncertainty-averse subjects are randomization-neutral rather than loving. Surprisingly, a non-negligible number of uncertainty-averse subjects even seems to dislike … Show more

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Cited by 44 publications
(22 citation statements)
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“…Third, allowing subjects to choose which color is associated with the winning payoff reduces possible suspicion effects (Hey et al 2010). A possible disadvantage of allowing the choice of color is that it may bias findings against ambiguity aversion for those subjects who view randomizing over choice of color as a hedge against ambiguity (Raiffa 1961, Dominiak andSchnedler 2011). Color choice may also bias upward valuation of all bets through an illusion of control (Langer 1975).…”
Section: Ambiguity Implementationmentioning
confidence: 99%
“…Third, allowing subjects to choose which color is associated with the winning payoff reduces possible suspicion effects (Hey et al 2010). A possible disadvantage of allowing the choice of color is that it may bias findings against ambiguity aversion for those subjects who view randomizing over choice of color as a hedge against ambiguity (Raiffa 1961, Dominiak andSchnedler 2011). Color choice may also bias upward valuation of all bets through an illusion of control (Langer 1975).…”
Section: Ambiguity Implementationmentioning
confidence: 99%
“…Their main finding is that there is no significant relationship between these two attitudes. One important difference between Dominiak and Schnedler's (2009) and our study is that we focus on investigating preference for randomization when probability is known, while they focus on the case where some probabilities (of the lotteries associated with the Ellsberg urn in their experiment) are unknown.…”
Section: Strong Form Of Preference For Randomizationmentioning
confidence: 99%
“…Thus there is no logical reason why one cannot assume strict preference for randomization in a descriptive theory. However the experimental evidence does not suggest that individuals express a strict preference for ex-ante randomization, Dominiak and Schnedler (2011). There is also evidence against a preference for ex-post randomization, see Eichberger, Oechssler, and Schnedler (2015).…”
Section: Resultsmentioning
confidence: 99%