A test of attribute normalization via a double decoy effect

We report a “Double Decoy” experiment designed to separate two competing accounts of the asymmetric dominance effect. The experiment places an additional decoy alternative within the range of existing alternatives, which should leave choice behaviour unaltered if attributes are weighted by their ran...

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Bibliographic Details
Published inJournal of mathematical psychology Vol. 113; p. 102741
Main Authors Daviet, Remi, Webb, Ryan
Format Journal Article
LanguageEnglish
Published Elsevier Inc 01.04.2023
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Summary:We report a “Double Decoy” experiment designed to separate two competing accounts of the asymmetric dominance effect. The experiment places an additional decoy alternative within the range of existing alternatives, which should leave choice behaviour unaltered if attributes are weighted by their range. Instead, we observe a decrease in the relative proportion of targets chosen, particularly for subjects who exhibited an initial decoy effect. We also observe considerably more variation in individual behaviour than expected. We therefore consider an alternative theory in which attributes values are compared with diminishing sensitivity (via divisive normalization) and assess its performance in an additional discrete choice experiment previously used in the discrete choice literature. We find that divisive normalization captures behaviour better than range normalization and the linear additive Logit model typically used in applied settings. We therefore propose divisive normalization as both a neuro-computational explanation for context effects and a useful empirical tool for applied researchers. •A second decoy alters choice probabilities, rejecting the null hypothesis of range normalization.•Parametrizations of normalization models are compared, with a substantial improvement for divisive normalization.•Divisive normalization also performs well on a standard discrete choice dataset compared to the Logit.
ISSN:0022-2496
1096-0880
DOI:10.1016/j.jmp.2022.102741