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Democratization and the Conditional Dynamics of Income Distribution

Published online by Cambridge University Press:  19 February 2019

MICHAEL T. DORSCH*
Affiliation:
Central European University
PAUL MAAREK*
Affiliation:
Université Panthéon-Assas (Paris 2)
*
*Michael T. Dorsch, Associate Professor, School of Public Policy, Central European University, Budapest, Hungary, DorschM@ceu.edu.
†Paul Maarek, Associate Professor, LEMMA, Université Panthéon-Assas (Paris 2), France, paul.maarek@u-paris2.fr.
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Abstract

Despite strong theoretical reasons to expect that democratization equalizes income distributions, existing empirical studies do not find a statistically significant effect of democratization on measures of income inequality. This paper starts from the simple observation that autocracies are heterogeneous and govern quite extreme distributional outcomes (also egalitarian). Democratization may drive extreme income distributions to a “middle ground.” We thus examine the extent to which initial inequality levels determine the path of distributional dynamics following democratization. Using fixed-effects and instrumental variable regressions, we demonstrate that egalitarian autocracies become more unequal following democratization, whereas democratization has an equalizing effect in highly unequal autocracies. The effect appears to be driven by changes in gross (market) inequality, suggesting that democratization has led, on average, to redistribution of market opportunities, rather than to direct fiscal redistribution. We then investigate which kinds of (heterogeneous) reforms are at work following democratizations that may rationalize our findings.

Information

Type
Research Article
Copyright
Copyright © American Political Science Association 2019 
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TABLE 1. Distribution of Gini Coefficients by Political Institutions

Figure 1

FIGURE 1. Democratization Shifts Decisive Policy Preference Towards the CenterNote: The minimum winning coalition in democracy (blue) is bigger than that of an autocracy (red). The red line in the top panel depicts an autocratic coalition that serves elite policy preferences (represented by θe), and the red line in the middle panel depicts an autocratic coalition including the poor (represented by θp). We argue that the decisive policy preference in a democracy (represented by θm) will shift towards the middle in either case. In the bottom panel, we depict a centrist autocracy, in which there may be no change in the identity of the decisive voter (hence policy outcome) as the winning coalition broadens upon democratization

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FIGURE 2. Democratic Transition Episodes and Changes in Gini CoefficientsNote: The figures scatter the change in the Gini coefficient ten years after a democratic transition (y-axis) against the pretransition Gini coefficient for the 70 transition episodes in our data. The inequality measures are calculated using the median imputed series from the Solt (2016) data. The bivariate regression for the left-hand side is Δ Net Gini = 8.80*** − 0.23*** × $\overline {{\rm{Gini}}}$, with R2 = 0.20. The bivariate regression for the right-hand side is Δ Gross Gini = 10.11*** − 0.23*** × $\overline {{\rm{Gini}}}$ with, R2 = 0.14

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TABLE 2. Summary Statistics for Baseline Sample

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TABLE 3. Effect of Democracy on the Net Gini Coefficient

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TABLE 4. Longer Lag Periods and Longer Panels

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TABLE 5. Alternative Samples

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TABLE 6. Alternative Democracy Indicators

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TABLE 7. Placebo Tests

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TABLE 8. Effect of Democracy on the Gross Gini Coefficient and Fiscal Redistribution

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FIGURE 3. Marginal Effect of Democracy as a Function of the Initial Inequality LevelNote: The figure is based on regression estimates from column (6) of Table 3. Dashed lines represent 95% confidence intervals. The histogram is of the predemocracy levels of income inequality

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FIGURE 4. Some Heterogeneous Transmission MechanismsNote: The estimated marginal effect of a democratic transition on a series of policy areas for the subsamples with high initial inequality (gray diamonds) and low initial inequality (black dots), where the subsample cutoff is a net Gini coefficient of 38.55. The lines about the point estimates represent 95% confidence intervals

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