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Erschienen in: Quality & Quantity 3/2014

01.05.2014

Diffusion and spatial equilibrium of a social norm: voting participation in the United States, 1920–2008

Erschienen in: Quality & Quantity | Ausgabe 3/2014

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Abstract

Social conformity can spread social norms and behaviors through a society. This research examines such a process geographically and over time for voting, which is strongly influenced by the norm that citizens should vote. A mathematical model for the spread of voting participation under the influence of social conformity is developed based on the diffusion equation, and predictions are tested with spatial analysis of state-level voter turnout in American presidential elections from 1920 to 2008. Results show that voter turnout has converged to a stable equilibrium in its geographical distribution across the states—but it is an equilibrium that results in persistent differences at the state level. Results are compared to individual-level and agent-based models. The model may be applied to other types of social diffusion that depend on specific geographical location.

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Fußnoten
1
See Coleman (2007a) for a review of the research.
 
2
The Laplace equation is solved by approximation with its Taylor expansion to a difference equation that, by rearranging terms, is exactly the equation used in this model. The boundary must be fairly smooth.
 
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Metadaten
Titel
Diffusion and spatial equilibrium of a social norm: voting participation in the United States, 1920–2008
Publikationsdatum
01.05.2014
Erschienen in
Quality & Quantity / Ausgabe 3/2014
Print ISSN: 0033-5177
Elektronische ISSN: 1573-7845
DOI
https://doi.org/10.1007/s11135-013-9873-x

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