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Making Outsiders' Votes Count: Detecting Electoral Fraud through a Natural Experiment

Published online by Cambridge University Press:  17 August 2011

KENTARO FUKUMOTO*
Affiliation:
Gakushuin University
YUSAKU HORIUCHI*
Affiliation:
Australian National University
*
Kentaro Fukumoto is Professor, Department of Political Science, Gakushuin University, 1-5-1 Mejiro, Toshima, Tokyo 171-8588, Japan (Kentaro.Fukumoto@gakushuin.ac.jp).
Yusaku Horiuchi is Associate Professor, Crawford School of Economics and Government, College of Asia and the Pacific, Australian National University, J.G. Crawford Building, No. 132, Canberra, ACT 0200, Australia (yusaku.horiuchi@anu.edu.au).
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Abstract

Weak electoral registration requirements are commonly thought to encourage electoral participation, but may also promote electoral fraud. As one possibility, candidates and their supporters can more easily mobilize voters who do not reside within the district to register there fraudulently and vote for that district's candidates. We statistically detect this classic type of electoral fraud for the first time, by taking advantage of a natural experimental setting in Japanese municipal elections. We argue that whether or not a municipal election was held in April 2003 can be regarded as an “as-if” randomly assigned treatment. A differences-in-differences analysis of municipality–month panel data shows that the increase in the new population just prior to April 2003 is significantly larger in treatment municipalities (with an election) than in control ones (without an election). The estimated effects are decisive enough to change the electoral results when the election is competitive. We argue that our approach—“election timing as treatment”—can be applied to investigate not only this type of electoral fraud but also electoral connections in other countries.

Information

Type
Research Article
Copyright
Copyright © American Political Science Association 2011
Figure 0

FIGURE 1.Sample Distribution of Votes in a Municipal Assembly Election

Note: The figure shows the distribution of votes in the Taneichi municipal assembly election in Iwate prefecture, which was held on April 27, 2003. Twenty-two candidates competed for 18 seats. The total number of eligible voters was 11,699. Voter turnout was 87.6%.
Figure 1

FIGURE 2.When and Why Did Municipalities Drop from the Simultaneous Local Elections?

Note: The figures show the cumulative percentages of “control” observations—municipalities that did not have a municipal assembly or mayoral election on April 27, 2003—by years and by reasons of deviation from simultaneous local elections. For example, the “59” bar represents municipalities whose last deviation from the SLE cycle happened before the 1959 SLE.
Figure 2

TABLE 1.Four Types of Municipalities

Figure 3

FIGURE 3.Legislative Treatment Effects in Executive Control Municipalities

Note: The figure shows the OLS regression coefficient and its 99% confidence interval of each treatment variable multiplied by a month dummy. The outcome variable is the log-ratio of relocated residential registration to the same month in the previous year.
Figure 4

FIGURE 4.Legislative Treatment Effects in Executive Treatment Municipalities

Note: The figure shows the OLS regression coefficient and its 99% confidence interval of each treatment variable multiplied by a month dummy. The outcome variable is the log-ratio of relocated residential registration to the same month in the previous year.
Figure 5

FIGURE 5.Executive Treatment Effects in Legislative Control Municipalities

Note: The figure shows the OLS regression coefficient and its 99% confidence interval of each treatment variable multiplied by a month dummy. The outcome variable is the log-ratio of relocated residential registration to the same month in the previous year.
Figure 6

FIGURE 6.Executive Treatment Effects in Legislative Treatment Municipalities

Note: The figure shows the OLS regression coefficient and its 99% confidence interval of each treatment variable multiplied by a month dummy. The outcome variable is the log-ratio of relocated residential registration to the same month in the previous year.
Figure 7

TABLE 2.Summary of Estimated Treatment Effects

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