Behind the cube rule: implications of, and evidence against a fractal electoral geography

John Maloney (), Bernard Pearson and Andrew Pickering
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John Maloney: Department of Economics, University of Exeter
Bernard Pearson: Department of Economics, University of Exeter

No 103, Discussion Papers from University of Exeter, Department of Economics

Abstract: In 1909 Parker Smith showed that the ratio of seats won by the two major parties in Britain was close to the cube of the ratio of their votes. Taagepera and Shugart argue, wrongly, that a fractal electoral map implies this. In fact their premises imply that the seats’ ratio will be the votes’ ratio to the power of 3 , not 3. However, in the six countries we examine, the figure is between 2 and 3. This implies that the electoral map is nonfractal, political allegiances becoming less ‘clustered’ as you move from a macro to a micro scale. Taking the U.K., we ask if this is due to the geographical pattern of income distribution, and find that this is even further away from fractality than is voting. This fits the well-known ‘chameleon effect’ whereby poor (rich) people in rich (poor) constituencies vote as if richer (poorer) than they really are.

Keywords: fractal; election; voting; cubic. (search for similar items in EconPapers)
Date: 2001
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Related works:
Journal Article: Behind the Cube Rule: Implications of, and Evidence against a Fractal Electoral Geography (2003)
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