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Pre-market discrimination or post-market discrimination: research on inequality of opportunity for labor income in China

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Abstract

Inequality of opportunity (hereafter “IO”) restricts the realization of social justice, and its mechanism has always attracted attention. Using China Labor-force Dynamic Survey (CLDS) data in 2012, 2014, and 2016, we fully consider the impact of easily neglected educational opportunities on income inequality and creatively get pre-market and post-market discrimination channels. Research shows that IO is a fundamental cause of employees’ income inequality in China. Male–female and urban–rural opportunity inequality can severally explain 31.66% and 17.16% of total IO. Using the optimized Oaxaca–Blinder decomposition method, we obtain that pre-market and post-market discriminations are the main paths of urban–rural and male–female opportunity inequality, respectively. What’s more, the above pathway has different characteristics in different income groups. Therein, affected by the asymmetric information and employer prejudice in the labor market, the proportion of post-market discrimination channels shows a downward trend as income increases. The conclusions provide empirical support for eliminating market discrimination and ensuring equality of opportunity. They also have enlightening significance for relevant policy formulation.

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Notes

  1. “Global Wage Report 2018/19,” ILO official Web site, 2018–11-26, http://www.ilo.org/global/research/global-reports/global-wage-report/2018/lang-en/index.htm.

  2. As for “effort” variables affected by “circumstance” variables in most literature works, evidence is that the individual’s level of schooling is widely considered influenced by their family background (see, for example, Piketty 1995). In this regard, Roemer (1998) also takes the example, Asian students tend to study harder than others in the USA, to demonstrate that “individual ‘efforts’ are the reflection of ‘circumstances’. ”

  3. Unavoidable omissions have not virtually affected the conclusion, as follows: (1) If unobserved “circumstance” or “effort” variables are uncorrelated with variables in Eq. (12), then the estimated coefficient is unbiased. Moreover, measured IO is still a lower bound of the actual, and omitted “efforts” do not affect the measured value. (2) If unobserved “circumstances” are correlated with variables in Eq. (12), the estimated coefficient has captured the contribution of omitted “circumstances,” measured IO is higher than the observed value but closer to the actual. (3) If unobserved “effort” variables are correlated with observed “circumstances” in Eq. (12), the coefficient has incorporated the indirect effect of “circumstances” on omitted “efforts,” measured value is closer to the actual.

  4. The opinions are the author’s alone. Please refer to http://css.sysu.edu.cn for more information about the CLDS data.

  5. This processing is based on the following considerations: (1) The improved Oaxaca–Blinder method cannot decompose the values of inequality derived from the panel data, and the decomposition is almost all used for cross section data. (2) The key “circumstance” variable such as gender is time-invariant. We cannot estimate its effect when controlling individual fixed effects based on panel data, making it impossible to assess the exact counterfactual distribution to measure IO. (3) Representative research in measuring IO is almost all based on cross-section data (see, e.g., Bourguignon et al. 2007; Ferreira and Gignoux 2011; Palomino et al. 2019) or processes panel data into section data (see, e.g., Marrero and Rodríguez 2013). Thus, we also do this to guarantee that our conclusions are comparable.

  6. We take the employee as our research object for the following reasons: One of our primary purposes is to obtain the pre-market and post-market discrimination channels by decomposition method and compare their contributions to IO. However, the premise of getting the results of post-market discrimination by definition is that individuals have the job-seeking need when they enter the job market, or there would be no such thing as post-market discrimination. In other words, employers, self-employed, or individuals who are not in the job market are not exposed to post-market discrimination. It makes no sense for us to explore the discrimination against groups that are not subject to it, and of course, our conclusions are only for the employee group.

  7. Specific assignments are: the number of education years for illiteracy is 0; the number of education years for elementary school or private school is 6; the number of education years for junior high school is 9; the value of high school, vocational high school, technical school, and technical secondary school is 12; the number of education years for a college degree is 15; 16 for bachelor’s degree; 19 for master’s degree and above.

  8. We put health into the income equation and take it as the “effort” by definition for the following reasons. (1) Health is an essential part of human capital and undoubtedly affects personal income (see, e.g., French 2012). (2) The health of individuals is mostly under their control, such as through good living habits, etc. (see, e.g., Rosa Dias 2009; Donni et al. 2014; Fajardo-Gonzalez 2016). According to Rosa Dias (2009), about 79% of health inequality for British adults is due to individuals’ control factors. Donni et al. (2014) also estimate that controllable factors account for around 70%.

  9. Generally speaking, employees who have obtained a bachelor’s degree also have a high school degree, that is, the diploma effect has an accumulation effect. To avoid double counting, when calculating the diploma effect of a certain stage of education, it is necessary to exclude the influence of the diploma effect of the previous stage of education. Take the master’s degree as an example, its diploma effect is \(e^{{\left( {1.099 - 0.667} \right)}} - 1\).

  10. See Wooldridge (2000, Chapter 17), and we need at least one identification variable that influences selection but not the overall model’s dependent variable. The dependent variables of the overall model and the selection equation in this paper are individual wage and whether the individual chooses to work, respectively. We think that the number of children of individuals will affect their labor force participation but almost has no effect on their wages, according to the existing research (see Mroz 1987; Wooldridge 2000; Schwiebert 2015). Hence, we consider it the identification variable.

  11. Combining related research, white-collar employees are: “persons in charge of communist party, government, enterprises, and institutions,” “personnel and related personnel,” and “professional and technical personnel.” Blue-collar employees are: “manufacturing and related personnel,” “social production service and life service personnel,” “production and auxiliary personnel of agriculture, forestry, animal husbandry and sideline fishery,” and “other employees who are inconvenient to classify.”

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Acknowledgements

We sincerely thank the editors for their hard work, and we are also very grateful to anonymous referees for their helpful suggestions. We are especially indebted to China Labor-force Dynamic Survey (CLDS) for providing data support. The opinions are the author’s alone. Please refer to http://css.sysu.edu.cn for more information about the CLDS data.

Funding

The funding was provided by National Social Science Foundation of China (Grant No. 18BJY213).

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Correspondence to Chengkui Liu.

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Yu, Y., Liu, C. Pre-market discrimination or post-market discrimination: research on inequality of opportunity for labor income in China. Empir Econ 64, 2291–2313 (2023). https://doi.org/10.1007/s00181-022-02315-4

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