2014
DOI: 10.22495/cocv12i1c1p6
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Examining models of social preferences and a generalized model of inequity aversion: An analysis and application

Abstract: This paper argues that a generalized model of social preferences must simultaneously pass two tests; the Variety test (explain outcomes under variety, the V-test) and the Sen’s Weak Equity Axiom test (the S-test). It is shown that none of the models proposed to date unconditionally passes these tests. The paper extends the Fehr and Schmidt model of inequality aversion to a generalized model of inequity aversion which passes the two tests and parsimoniously explains interior outcomes in the dictator game and dy… Show more

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Cited by 2 publications
(11 citation statements)
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“…9 There are a number of theoretical models that seek to explain the results of laboratory experiments. 10 Khan and Ahmed (2014) demonstrate that none of the previous models is able to explain Eckel and Grossman (1996) found a significant increase in donations in a dictator game when they increased the extent to which a donation goes to a "deserving" recipient. Bra nas-Garza (2006) conducted three different dictator games; the standard dictator game and two versions of the game with poverty where the dictator is informed that their recipients were poor.…”
Section: The Tftwe and Equitable Distributionmentioning
confidence: 92%
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“…9 There are a number of theoretical models that seek to explain the results of laboratory experiments. 10 Khan and Ahmed (2014) demonstrate that none of the previous models is able to explain Eckel and Grossman (1996) found a significant increase in donations in a dictator game when they increased the extent to which a donation goes to a "deserving" recipient. Bra nas-Garza (2006) conducted three different dictator games; the standard dictator game and two versions of the game with poverty where the dictator is informed that their recipients were poor.…”
Section: The Tftwe and Equitable Distributionmentioning
confidence: 92%
“…F I G U R E 6 Multiple Walrasian equilibria (adopted from Bryant, 1994) [Colour figure can be viewed at wileyonlinelibrary.com] 14 In our analysis above, we only considered inequity advantageous to the rich only. Following Fehr and Schmidt (1999), Khan and Ahmed (2014) model the disadvantageous inequity which has a similar impact in that the agent derives disutility from disadvantageous inequity as well. be eliminated, the unique solution could still be achieved by redistributing the endowment such that the new endowment lies in the neighbourhood of B.…”
Section: Contact Curvementioning
confidence: 99%
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