2010
DOI: 10.1016/j.euroecorev.2010.01.001
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Redistributive policies with heterogeneous social preferences of voters

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Cited by 24 publications
(10 citation statements)
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“…This would complicate the algebra, but it turns out that our theoretical conclusions would not be affected. 12 For a model of distributive politics that uses a different kind of other-regarding preferences (in which people have a concern for fairness) see Dhami and al Nowaihi (2010). 13 The choice of quasi-linear preferences (meaning that the optimal consumption of a public good does not depend on individual wealth and therefore the cross-derivative with respect to the public and private good is not relevant) is standard in the literature.…”
Section: A Simple Modelmentioning
confidence: 99%
“…This would complicate the algebra, but it turns out that our theoretical conclusions would not be affected. 12 For a model of distributive politics that uses a different kind of other-regarding preferences (in which people have a concern for fairness) see Dhami and al Nowaihi (2010). 13 The choice of quasi-linear preferences (meaning that the optimal consumption of a public good does not depend on individual wealth and therefore the cross-derivative with respect to the public and private good is not relevant) is standard in the literature.…”
Section: A Simple Modelmentioning
confidence: 99%
“…Pinpointing the exact reason, with a larger data set, is likely to be an interesting question for future research to address. 24 Chen and Li (2009) measure the actual sizes of α I , α O , but in order to do so they require the extra assumption that subjects play a mixed strategy in which each pure strategy is played with a probability given by the logistic form. We do not require such an assumption.…”
Section: Discussionmentioning
confidence: 99%
“…The cut‐off value of βS=12 follows from the linear form of Fehr–Schmidt preferences. If we use the non‐linear form of Fehr–Schmidt preferences, as in Dhami and al‐Nowaihi (2010a,b), then we are likely to get continuous dependence of the proposer's share on βS. However, the linear model suffices to explain our empirical findings in a pedagogically convenient manner.…”
Section: The Theoretical Modelmentioning
confidence: 95%
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