Publication: Universal scaling laws in metro area election results
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Date
2018
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Public Library of Science
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Bokányi, Eszter, Zoltán Szállási, and Gábor Vattay. 2018. “Universal scaling laws in metro area election results.” PLoS ONE 13 (2): e0192913. doi:10.1371/journal.pone.0192913. http://dx.doi.org/10.1371/journal.pone.0192913.
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Abstract
We explain the anomaly of election results between large cities and rural areas in terms of urban scaling in the 1948–2016 US elections and in the 2016 EU referendum of the UK. The scaling curves are all universal and depend on a single parameter only, and one of the parties always shows superlinear scaling and drives the process, while the sublinear exponent of the other party is merely the consequence of probability conservation. Based on the recently developed model of urban scaling, we give a microscopic model of voter behavior in which we replace diversity characterizing humans in creative aspects with social diversity and tolerance. The model can also predict new political developments such as the fragmentation of the left and the immigration paradox.
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Social Sciences, Political Science, Elections, Physical Sciences, Mathematics, Probability Theory, Statistical Distributions, Earth Sciences, Geography, Geographic Areas, Urban Areas, Probability Distribution, Normal Distribution, Human Geography, Urban Geography, Human Mobility, Statistics (Mathematics), Statistical Theories, Distribution Curves
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