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Getting Ahead in the Communist Party: Explaining the Advancement of Central Committee Members in China

Published online by Cambridge University Press:  07 March 2012

VICTOR SHIH*
Affiliation:
Northwestern University
CHRISTOPHER ADOLPH*
Affiliation:
University of Washington
MINGXING LIU*
Affiliation:
Peking University
*
Victor Shih is Associate Professor, Department of Political Science, Northwestern University, 601 University Place, Evanston, IL 60208 (vshih@northwestern.edu).
Christopher Adolph is Assistant Professor, Department of Political Science and Center for Statistics and the Social Sciences, University of Washington, 101 Gowen Hall, Box 353530, Seattle, WA 98195 (cadolph@uw.edu).
Mingxing Liu is Associate Professor, China Institute for Educational Finance Research, Peking University, Beijing 100871, China (liumingxing72@gmail.com)
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Abstract

Spectacular economic growth in China suggests the ruling Chinese Communist Party (CCP) has somehow gotten it right. A key hypothesis in both economics and political science is that the CCP's cadre evaluation system, combined with China's geography-based governing logic, has motivated local administrators to compete with one another to generate high growth. We raise a number of theoretical and empirical challenges to this claim. Using a new biographical database of Central Committee members, a previously overlooked feature of CCP reporting, and a novel Bayesian method that can estimate individual-level correlates of partially observed ranks, we find no evidence that strong growth performance was rewarded with higher party ranks at any of the postreform party congresses. Instead, factional ties with various top leaders, educational qualifications, and provincial revenue collection played substantial roles in elite ranking, suggesting that promotion systems served the immediate needs of the regime and its leaders, rather than encompassing goals such as economic growth.

Information

Type
Research Article
Copyright
Copyright © American Political Science Association 2012
Figure 0

FIGURE 1.Observed Ranks, Missing Ranks, and Tiers

Note: In this hypothetical dataset, the ranks of the top three individuals (who occupy the top tier, or the PSC) and the ranks of the bottom three individuals (who occupy the lowest tier, or the ACC) are known precisely. The ranks of the middle three individuals are unknown, but still bounded by the rank of their tier, the CC.
Figure 1

TABLE 1.Goodness of Fit

Figure 2

FIGURE 2.Formal Selection Criteria and Rank in the 16th Party Congress: Estimated Relationships

Note: For each row of the plot, we set the indicated covariate at one (for binary covariates) or the mean plus one standard deviation (for continuous covariates), and hold all other variables at their means. The black circles indicate expected rank for an individual with these observed covariates and an average random effect (or degree of unmeasured political ability). Gray diamonds show expected ranks for members with random effects one standard deviation above or below the mean. Thick horizontal lines mark 67% Bayesian confidence intervals and thin horizontal lines indicate 95% Bayesian confidence intervals. The dotted vertical line shows the expected rank of a member with the average covariates. The light gray region indicates the actual ranks of ACC members, the medium gray region shows the CC, and the dark gray region the ranks of the Standing Committee.
Figure 3

FIGURE 3.The Effects of Factional Ties, Performance, Demography, and Education on Political Rank: Estimated First Differences over Time

Note: Each plot shows the estimated change in rank percentile for a member with otherwise average measured and unmeasured characteristics, but a higher value for the listed covariate. For performance measures, we estimate the impact on rank of performance 1 standard deviation above the mean. For education variables, we show the difference in rank associated with a switch from less than high school to the listed degree. All other covariates are binary, so we estimate the effect on rank of switching from a 0 to 1. Shaded regions show 67% Bayesian confidence intervals, and dashed lines mark 95% Bayesian confidence intervals.
Figure 4

FIGURE 4.The Interactive Effect of Age and Party Tenure on Rank by Party Congress: Estimated First Differences

Note: Plots display the estimated change in rank percentile associated with switching from the average age to the age shown on the horizontal axis. A separate line traces out the effects of age for early, average, and late CCP joiners. All other covariates are held at their means. To avoid extrapolation, each line is limited to show only counterfactuals drawn from inside the convex hull (King and Zeng 2006).
Figure 5

FIGURE 5.The Effects of Factional Ties, Performance, Demography, and Education on Political Rank: Robustness ChecksNote: As in Figure 3, each plot shows the estimated change in rank percentile for a member with otherwise average measured and unmeasured characteristics, but a higher value for the listed covariate. Estimates from nine different specifications join the original model. Shaded regions show 67% Bayesian confidence intervals for the original models. See the supplemental Online Appendix (available at http://www.journals.cambridge.org/psr2012004) for confidence intervals for other models.

Figure 6

TABLE 2.Summary Statistics for Model Covariates

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