A Behavioral Theory of Elections

Jonathan Bendor · Daniel Diermeier · David A. Siegel · Michael M. Ting

2011 ж. қаң. · Princeton University Press

Осы электрондық кітап туралы ақпарат

Most theories of elections assume that voters and political actors are fully rational. While these formulations produce many insights, they also generate anomalies--most famously, about turnout. The rise of behavioral economics has posed new challenges to the premise of rationality. This groundbreaking book provides a behavioral theory of elections based on the notion that all actors--politicians as well as voters--are only boundedly rational. The theory posits learning via trial and error: actions that surpass an actor's aspiration level are more likely to be used in the future, while those that fall short are less likely to be tried later.


Based on this idea of adaptation, the authors construct formal models of party competition, turnout, and voters' choices of candidates. These models predict substantial turnout levels, voters sorting into parties, and winning parties adopting centrist platforms. In multiparty elections, voters are able to coordinate vote choices on majority-preferred candidates, while all candidates garner significant vote shares. Overall, the behavioral theory and its models produce macroimplications consistent with the data on elections, and they use plausible microassumptions about the cognitive capacities of politicians and voters. A computational model accompanies the book and can be used as a tool for further research.

Авторы туралы

Jonathan Bendor is the Walter and Elise Haas Professor of Political Economics and Organizations at Stanford University. Daniel Diermeier is the IBM Professor of Regulation and Competitive Practice and professor of managerial economics and decision sciences at Northwestern University. David A. Siegel is assistant professor of political science at Florida State University. Michael M. Ting is associate professor of political science and public affairs at Columbia University.