High Stakes Behavior with Low Payoffs: Inducing Preferences with Holt-Laury Gambles
John Dickhaut,
Daniel Houser,
Jason Aimone,
Dorina Tila (dorina.tila@erau.edu) and
Cathleen Johnson (cjohnson@eller.arizona.edu)
Additional contact information
Cathleen Johnson: Department of Economics, The University of Arizona
Working Papers from Chapman University, Economic Science Institute
Abstract:
A continuing goal of experiments is to understand risky decisions when the decisions are important. Often a decision’s importance is related to the magnitude of the associated monetary stake. Khaneman and Tversky (1979) argue that risky decisions in high stakes environments can be informed using questionnaires with hypothetical choices (since subjects have no incentive to answer questions falsely.) However, results reported by Holt and Laury (2002, henceforth HL), as well as replications by Harrison (2005) suggest that decisions in “high” monetary payoff environments are not well-predicted by questionnaire responses. Thus, a potential implication of the HL results is that studying decisions in high stakes environments requires using high stakes. Here we describe and implement a procedure for studying high-stakes behavior in a low-stakes environment. We use the binary-lottery reward technique (introduced by Berg, et al (1986)) to induce preferences in a way that is consistent with the decisions reported by HL under a variety of stake sizes. The resulting decisions, all of which were made in a low-stakes environment, reflect surprisingly well the noisy choice behavior reported by HL’s subjects even in their highstakes environment. This finding is important because inducing preferences evidently requires substantially less cost than paying people to participate in extremely high-stakes games.
Pages: 22 pages
Date: 2008
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Citations: View citations in EconPapers (1)
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Journal Article: High stakes behavior with low payoffs: Inducing preferences with Holt–Laury gambles (2013) 
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Persistent link: https://EconPapers.repec.org/RePEc:chu:wpaper:08-11
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