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A Formal Theory of Public Opinion

Bibliographic Data

ID6447014
AuthorsDaniel Diermeier, Michael Schnabel (0000-0001-9753-0208)
Year2025
Volume20
Issue1
Pages101-137
Publication date2025-01-01
Peer ReviewedYes
Open AccessNo
TypeARTICLE
VenueQuarterly Journal of Political Science (JOURNAL)
Journal identifiersISSN: 1554-0626 • E-ISSN: 1554-0634
PublisherNow Publishers (PUBLISHER • NL)
DOI10.1561/100.00022178
OpenAlexW4406334755
LanguageEN
References cited47

We propose a mathematical theory of public opinion based on Zaller (1992). We show how our theory can provide a rigorous account for various empirical implications identified by Zaller (1992). We then show that it can also account for empirical regularities on information and response volatility identified by Alvarez and Brehm (2002), media influence and polarization (Zaller, 1992), as well as media slant, priming, framing, and agenda setting. We then derive the “miracle of aggregation” argument due to Page and Shapiro (1992) and apply it to the study of polarization, media influence, and opinion change (Stimson, 2015 [2004]). Our theory provides a general framework for studying public opinion in a rigorous fashion

Economics · Epistemology · Law and economics · Political philosophy · Political science · Politics · Positive economics · Public opinion · Sociology · Theory · Computer Science · Law · Opinion Dynamics and Social Influence · Philosophy · Social Media and Politics

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