Social Depolarization: Blume–Capel Model
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Abstract
This study belongs to an emerging area of research seeking ways to depolarize societies in the short run (around events such as elections) as well as in a sustainable fashion. We approach the depolarization process with a model of three homophilic groups (US Democrats, Republicans, and Independents interacting in the context of upcoming federal elections). We expand a previous polarization model, which assumed that each individual interacts with all other individuals in its group with mean-field interactions. We add a depolarization field, which is analogous to the Blume–Capel model’s crystal field. There are currently numerous depolarization efforts around the world, some of which act in ways similar to this depolarization field. We find that for low values of the depolarization field, the system continues to be polarized. When the depolarization field is increased, the polarization decreases.Keywords
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This publication has 38 references indexed in Scilit:
- Biased assimilation, homophily, and the dynamics of polarizationProceedings of the National Academy of Sciences, 2013
- Partisans without Constraint: Political Polarization and Trends in American Public OpinionAmerican Journal of Sociology, 2008
- Group Polarization and Repeated Attitude Expressions: A New Take on an Old TopicEuropean Review of Social Psychology, 1996
- Attitude polarization: Effects of group membership.Journal of Personality and Social Psychology, 1984
- Depolarization of attitudes in groups.Journal of Personality and Social Psychology, 1978
- When Familiarity Breeds Respect: The Effects of an Experimental Depolarization Program on Police and Student Attitudes toward Each OtherJournal of Social Issues, 1973
- Ising Model for theTransition and Phase Separation in-MixturesPhysical Review A, 1971
- Intergroup relations and polarization of individual and collective judgments.Journal of Personality and Social Psychology, 1969
- On the possibility of first-order phase transitions in Ising systems of triplet ions with zero-field splittingPhysica, 1966
- Theory of the First-Order Magnetic Phase Change in UPhysical Review B, 1966