Estimating signaling games in international relations: problems and solutions
- Creators
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Crisman-Cox, Casey
- Gibilisco, Michael
Abstract
Signaling games are central to political science but often have multiple equilibria, leading to no definitive prediction. We demonstrate that these indeterminacies create substantial problems when fitting theory to data: they lead to ill-defined and discontinuous likelihoods even if the game generating the data has a unique equilibrium. In our experiments, currently used techniques frequently fail to uncover the parameters of the canonical crisis-signaling game, regardless of sample size and number of equilibria in the data generating process. We propose three estimators that remedy these problems, outperforming current best practices. We fit the signaling model to data on economic sanctions. Our solutions find a novel U-shaped relationship between audience costs and the propensity for leaders to threaten sanctions, which current best practices fail to uncover.
Additional Information
© The European Political Science Association 2019. Received 11 January 2019; revised 11 June 2019; accepted 30 July 2019; first published online 9 December 2019. Thanks to Rob Carroll, Kentaro Fukumoto, Jinhee Jo, Gleason Judd, Tasos Kalandrakis, James Lo, Gabriel Lopez-Moctezuma, Sergio Montero, Jacob Montgomery, Will Moore, Matt Shum, Wei Zhong, the editor Jude Hayes, and two anonymous referees for comments and suggestions. This paper benefited from audiences at Washington University in Saint Louis, the Southern California Methods Workshop, the International Methods Colloquium and the annual meetings of APSA, MPSA, and the Society for Political Methodology. Naturally, we are responsible for all errors.Attached Files
Submitted - signalmultieq.pdf
Supplemental Material - S204984701900058Xsup001.pdf
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Additional details
- Eprint ID
- 84491
- Resolver ID
- CaltechAUTHORS:20180124-083209026
- Created
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2018-01-31Created from EPrint's datestamp field
- Updated
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2021-08-02Created from EPrint's last_modified field