2016
DOI: 10.1257/aer.20140737
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Persuading Voters

Abstract: In a symmetric information voting model, an individual (politician) can influence voters' choices by strategically designing a policy experiment (public signal). We characterize the politician's optimal experiment. With a nonunanimous voting rule, she exploits voters' heterogeneity by designing an experiment with realizations targeting different winning coalitions. Consequently, under a simple-majority rule, a majority of voters might be strictly worse off due to the politician's influence. We characterize vot… Show more

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Cited by 252 publications
(185 citation statements)
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“…Lemma 1 implies that if (σ, v * , {µ s } s∈Ω ) is a persuasive equilibrium then µ s ∈ W D for all s in the support of σ. The following result, which follows from arguments similar to Kamenica and Gentzkow (2011) as well as concurrent work by Alonzo and Câmara (2015), establishes that such a signaling strategy is possible if and only if the prior distribution is in the convex hull of W D . Throughout the proof, Co(·) refers to the convex hull of a set.…”
Section: Existence Of Manipulative Equilibriamentioning
confidence: 77%
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“…Lemma 1 implies that if (σ, v * , {µ s } s∈Ω ) is a persuasive equilibrium then µ s ∈ W D for all s in the support of σ. The following result, which follows from arguments similar to Kamenica and Gentzkow (2011) as well as concurrent work by Alonzo and Câmara (2015), establishes that such a signaling strategy is possible if and only if the prior distribution is in the convex hull of W D . Throughout the proof, Co(·) refers to the convex hull of a set.…”
Section: Existence Of Manipulative Equilibriamentioning
confidence: 77%
“…Kamenica and Gentzkow derive conditions under which there exists a signal that benefits the sender and discuss optimal signals from the perspective of the sender. Alonzo and Câmara (2015) extend this framework to a setting in which multiple receivers make decisions by voting. These public signals, like the expert communication in my model, can make a majority of voters strictly worse off.…”
Section: Discussionmentioning
confidence: 99%
“…Step 2: Compute the pooling values ∆ (1,2) , ∆ (2,3) and ∆ (3,1) . If all values are (weakly) negative, then a fully informative experiment is optimal.…”
Section: B1 Optimal Experiments To Persuade Skeptics and Believersmentioning
confidence: 99%
“…With the program, the government has more flexibility and control to uncover hard information to persuade bureaucrats. 2 After the initial success of the program, the BIT now "permeates almost every area of government policy," and are setting up similar programs in Australia, Singapore, Germany and the US (Rutter, 2015).…”
Section: Introductionmentioning
confidence: 99%
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