Abstract
AbstractPlurality voting is perhaps the most commonly used way to aggregate the preferences of multiple voters. Yet, there is no consensus on how people vote strategically, even in very simple settings. The purpose of this paper is to provide a comprehensive study of people’s voting behavior in various online settings under the plurality rule. We implemented voting games that replicate two common real-world voting scenarios in controlled experiments. In the first, a single voter votes once after seeing a pre-election poll. In the second game, a group of voters play an iterative game, and change their vote as the game progresses (as in online voting). The winning candidate in each game (and hence the subject’s payment) is determined using the plurality rule. For each of these settings we generated hundreds of game instances, varying conditions such as the number of voters, subjects’ preferences over candidates and the poll information that was made available to the subjects prior to voting. We show that people can be classified into several groups, one of which is not engaged in any strategic behavior, while the largest group demonstrates both a tendency for strategic compromise, and a bias toward voting for the leader in the poll. We provide a detailed analysis of this group behavior for both settings, and how it depends on the poll information. Our study has insight for multi-agent system designers in uncovering patterns that provide reasonable predictions of voters’ behaviors, which may facilitate the design of agents that support people or act autonomously in voting systems.
Funder
Israel Science Foundation
Publisher
Springer Science and Business Media LLC
Reference73 articles.
1. Adams, J., Merrill, S., & Grofman, B. (2005). Does France’s two-ballot presidential election system alter candidates policy strategies? A spatial analysis of office-seeking candidates in the 1988 presidential election. French Politics, 3(2), 98–123.
2. Aldrich, J. H., Blais, A., & Stephenson, L. B. (2018). Strategic voting and political institutions. In J. H. Aldrich, A. Blais, & L. B. Stephenson (Eds.), The many faces of strategic voting. Ann Arbor: University of Michigan Press.
3. Banerjee, A. V. (1992). A simple model of herd behavior. The Quarterly Journal of Economics, 107(3), 797–817.
4. Bartels, L. M. (1988). Presidential primaries and the dynamics of public choice. Princeton: Princeton University Press.
5. Bassi, A. (2008). Voting systems and strategic manipulation: An experimental study. Technical report, mimeo.
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