Risky choice framing with various problem descriptions: A replication and extension study

In “Risky choice framing: Task versions and a comparison of prospect theory and fuzzy-trace theory”, Kühberger and Tanner (2010) examined the impacts of removing stated zero/non-zero complements of risky options on the gain/loss framing effect. They also tested two rival theoretical explanations for...

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Main Authors: Lei Zhou, Nan Liu, Ya-Qiong Liao, Ai-Mei Li
Format: Article
Language:English
Published: Society for Judgment and Decision Making 2021-03-01
Series:Judgment and Decision Making
Subjects:
Online Access:http://journal.sjdm.org/20/200630a/jdm200630a.pdf
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spelling doaj-4971a6e9bbac48be898c9b5317e71f1d2021-05-02T23:08:02ZengSociety for Judgment and Decision MakingJudgment and Decision Making1930-29752021-03-01162394421Risky choice framing with various problem descriptions: A replication and extension studyLei ZhouNan LiuYa-Qiong LiaoAi-Mei LiIn “Risky choice framing: Task versions and a comparison of prospect theory and fuzzy-trace theory”, Kühberger and Tanner (2010) examined the impacts of removing stated zero/non-zero complements of risky options on the gain/loss framing effect. They also tested two rival theoretical explanations for this effect: prospect theory and fuzzy-trace theory. The present study aimed to examine the reliability and robustness of the evidence provided by Kühberger and Tanner by precise replication in Study 1. The original findings were reported for conditions in which the probability of the risky option was fixed, and the expected value of the two alternatives was approximately equivalent. The present study also aimed to examine the generality of their findings under additional conditions in which large, medium and small probabilities of the risky option were assigned, and the expected value of the certain or risky options differed. The main findings of Kühberger and Tanner (2010) were successfully replicated and confirmed under the original and additional conditions. The implications of these findings are discussed.http://journal.sjdm.org/20/200630a/jdm200630a.pdfchoice frame fuzzy-trace theory prospect theory risky probability expected value rationakeywords
collection DOAJ
language English
format Article
sources DOAJ
author Lei Zhou
Nan Liu
Ya-Qiong Liao
Ai-Mei Li
spellingShingle Lei Zhou
Nan Liu
Ya-Qiong Liao
Ai-Mei Li
Risky choice framing with various problem descriptions: A replication and extension study
Judgment and Decision Making
choice frame
fuzzy-trace theory
prospect theory
risky probability
expected value rationakeywords
author_facet Lei Zhou
Nan Liu
Ya-Qiong Liao
Ai-Mei Li
author_sort Lei Zhou
title Risky choice framing with various problem descriptions: A replication and extension study
title_short Risky choice framing with various problem descriptions: A replication and extension study
title_full Risky choice framing with various problem descriptions: A replication and extension study
title_fullStr Risky choice framing with various problem descriptions: A replication and extension study
title_full_unstemmed Risky choice framing with various problem descriptions: A replication and extension study
title_sort risky choice framing with various problem descriptions: a replication and extension study
publisher Society for Judgment and Decision Making
series Judgment and Decision Making
issn 1930-2975
publishDate 2021-03-01
description In “Risky choice framing: Task versions and a comparison of prospect theory and fuzzy-trace theory”, Kühberger and Tanner (2010) examined the impacts of removing stated zero/non-zero complements of risky options on the gain/loss framing effect. They also tested two rival theoretical explanations for this effect: prospect theory and fuzzy-trace theory. The present study aimed to examine the reliability and robustness of the evidence provided by Kühberger and Tanner by precise replication in Study 1. The original findings were reported for conditions in which the probability of the risky option was fixed, and the expected value of the two alternatives was approximately equivalent. The present study also aimed to examine the generality of their findings under additional conditions in which large, medium and small probabilities of the risky option were assigned, and the expected value of the certain or risky options differed. The main findings of Kühberger and Tanner (2010) were successfully replicated and confirmed under the original and additional conditions. The implications of these findings are discussed.
topic choice frame
fuzzy-trace theory
prospect theory
risky probability
expected value rationakeywords
url http://journal.sjdm.org/20/200630a/jdm200630a.pdf
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AT nanliu riskychoiceframingwithvariousproblemdescriptionsareplicationandextensionstudy
AT yaqiongliao riskychoiceframingwithvariousproblemdescriptionsareplicationandextensionstudy
AT aimeili riskychoiceframingwithvariousproblemdescriptionsareplicationandextensionstudy
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