Abstract
The paper aims to study assessing inequality of opportunity in Russian regions. The analysis is based on the data from the survey «Statistical Survey of Income and Participation in Social Programs» conducted by the Federal state statistics service of the Russian Federation. The estimation technique is parametric and based on the exante definition of equality of opportunity. The L– Theil index was used as a measure of inequality. According to the results obtained, inequality of labor income slightly tends to decrease in the Russian Federation. The contribution of inequality of opportunities to inequality of labor income in Russia insignificantly varies throughout 20142018 (from 24.27% to 27.80%). Inequality of opportunity varies significantly across Russian regions (from 2,8% to 31,65% in 2018). The regional dimension raises a new layer of research issues within the studies on the inequality of opportunity. Space factor can constrain the set of opportunities that people face or, in other words, people with the same personal characteristics, can obtain very different outcomes depending on their region. A high level of regional inequality of opportunity may stimulate an active part of the population to migration, so regional levels of opportunity inequality may be useful to explain interregional migration.
Keywords: Factorscircumstancesfactorseffortsinequality of opportunitiesregional inequalityspatial factor
Introduction
The subject of socioeconomic inequality is currently a trendy line of research. This is because the level of inequality, which was gradually declining in the developed capitalist countries after the Second World War until into the 80s of the 20th century, started growing steadily again, creating the conditions for the growth of social strain. As for Russia, the inequality level had been growing dramatically between 1990 and 2010, followed by a slight declining trend in the last decade.
The peculiar view on inequality was put forward by the theory of equal opportunity formed in Western social philosophy at the end of the 20th century. The distinction of factors generating income differences between, on the one hand, those resulting from individual responsibility, commonly called efforts, and on the other hand, those exogenous to individual choices, called circumstances, has been supported by philosophers as Dworkin, Arneson, Roemer. These authors have advocated that inequality that individuals can be held responsible for should not be corrected, while it is fair to aim at correcting inequality originating from factors exogenous to the individual.
In a practical sense, studies on the inequality of opportunity are of great importance because they shift the goals and priorities of public policy from equalizing achievements to equalizing opportunities. It makes it possible to move towards both a more just and more rapidly developing society.
Problem Statement
The early opportunity inequality studies never focused on evaluating inequality of opportunities in society until Roemer (1998) made a substantial contribution to evaluating inequality of opportunity by offering a mathematical definition for equal opportunities. A wide range of methods for measuring inequality of opportunity has been developed and tested on the microdata. The work (Ramos & Van de Gaer, 2016) provides an excellent overview of methods for assessing inequality of opportunity and makes it possible to classify the methods on various grounds.
In terms of describing the relationship between the circumstances, efforts and achievements, there are distinguished parametric and nonparametric approaches. A specific type of function is selected in the parametric approach, the parameters of which are evaluated through regression analysis, whereas the nonparametric approach's function is considered unknown.
As to how the equality of opportunity is understood, there exist two approaches: exante and expost. The exante approach builds upon the idea that equality of opportunity is achieved if the conditional distributions of achievement are the same under any circumstances and coincide with its unconditional distribution. It is recognized that in an expost approach, equality of opportunity is considered achieved when the achievements of individuals making equal efforts are the same.
Finally, methods for assessing inequality of opportunity vary depending on the measures of inequality they use. There is a very wide choice of inequality indices in the case of a continuous variable of achievement, given a plethora of measures developed and applied for measuring inequality, the best known of which being the Gini index, a families of the Atkinson and Dalton indices, and generalized entropy measures.
Methods for measuring of opportunity inequality were applied to microdata from many countries including China (Golley et al., 2019; Jinyan & Wen, 2019), India (Choudhary et al., 2019; Sharma & Paramati, 2017), EU countries (Brzezinski, 2019; Pasqualini et al., 2017; SuárezÁlvarez & LópezMenéndez, 2017; SuárezÁlvarez & LópezMenéndez, 2020), Egypt (Assaad et al., 2017; Galal & El Enbaby, 2020), Russia (Ibragimova & Frants, 2019; Ibragimova & Frants, 2020). Most studies deals with evaluation of inequality of opportunity on the national level. Few studies are examining regional aspects. Some of them are discussed below.
The work (SuárezÁlvarez & LópezMenéndez, 2020) studies inequality of opportunity in Spanish regions and their changes over time for the period of years 20042010. The authors find that both income inequality and inequality of opportunity increase between 2004 and 2010 for the great majority of the Spanish regions. Moreover, they observe convergence between regions in terms of inequality of opportunity, while there is not convergence in terms of income inequality. In addition, the contribution of the different variables used as circumstances to estimate inequality of opportunity varies greatly.
The work (PerezMayo, 2019) is also devoted to evaluation of inequality of opportunity in Spanish regions. According to the results obtained, nearly 10% of the whole Spanish income inequality is related to differences in opportunities. Poorer regions, besides of presenting worse levels of out‐of‐control characteristics, have worse returns to those characteristics, so that these regions are poverty traps where the risk of poverty inheritance is considerably higher than the average value in Spain.
The research (Carpantier & Sapata, 2013) studies inequality of opportunity in France and its regions. The authors reveal that the measures of inequality of opportunity largely vary across regions, and that this is due to differences in reward schemes and in the impact of the non responsibility factors of income.
The work (Checchi & Peragine, 2010) deals with inequality of opportunity in Italy. According to the results, inequality of opportunity accounts for about 20% of overall income inequality. Moreover, the regions in the South are characterized by a higher degree of opportunity inequality than the regions in the North, especially when considering population subgroups by gender. In authors opinion, these greater obstacles and lack of adequate incentives in local labour markets can be linked to existing evidence of internal migration flows, that is strong migration of highly skilled workers from the South towards the Northern regions.
The work (Chetty et al., 2014) studies features of intergenerational mobility in the United States. According to the results obtained, intergenerational mobility varies substantially across areas within the United States. For example, the probability that a child reaches the top quintile of the national income distribution starting from a family in the bottom quintile is 4.4% in Charlotte but 12.9% in San Jose.
The review of studies dealing with the issue of the regional disparities in terms of opportunity inequality shows that the level of opportunity inequality can vary significantly across regions. In this paper, we aim at assessing variation of inequality of opportunity across Russian regions. As it is well known, Russian regions are extremely different from each other in many aspects – from climate and demography to the level of economic development. This allows us to assume that inequality of opportunity can vary significantly across Russian regions. Testing of this hypothesis is in the focus of the paper.
Research Questions
In this paper, we shall focus mainly on the two following questions:
1. How much income inequality is related to outofcontrol factors in Russia and Russian regions?
2. Does inequality of opportunity varies significantly across Russian regions?
Purpose of the Study
In this paper, we aim at assessing opportunity inequality in the Russian Federation and its regions.
Research Methods
The study is based on the data of «Survey of population income and participation in social programs» (ISPS), waves 2014, 2015, 2016, 2017, 2018, conducted by the Federal state statistic service of the Russian Federation (Survey of population income and participation in social programs. (2020). https://rosstat.gov.ru/free_doc/new_site/USP/survey0/overview.htmll) . Sample size details are shown in table
Currently, a wide range of methods for measuring inequality of opportunity has been developed and tested on the microdata. In terms of describing the relationship between circumstances, efforts and achievements, there are distinguished parametric and nonparametric approaches. A specific type of the relationship function is selected in the parametric approach, of which the parameters are evaluated by means of regression analysis, whereas the function in the nonparametric approach is considered to be unknown. As to the way the equality of opportunity is understood, there exist two approaches: exante and expost. The exante approach builds upon the idea that equality of opportunity is considered achieved if the average achievement is the same for individuals in all groups that are homogeneous by circumstancefactors. The expost approach implies that the equality of opportunity is considered achieved when the achievements of individuals making equal efforts are the same. Finally, methods for assessing inequality of opportunity vary depending on the measures of inequality they use. There is a very wide choice of inequality indices in the case of a continuous variable of achievement, given a plethora of measures developed and applied for measuring inequality, the best known of which being the Gini index, the Atkinson and Dalton indices families, and generalized entropy measures.
The evaluation technique that we used in this study can be characterized as parametric and based on an exante approach to the interpretation of equal opportunities. LTheil index is used as inequality measure.
The calculation algorithm includes the following steps:
1. The regression equation (1) relating individual achievement to a set of circumstance–factors is estimated.
${y}_{i}=f({C}_{i},{u}_{i})$(1)
In equation (1) ${y}_{i}$ – achievement of the ith individual, ${C}_{i}$ – vector of the values of the circumstance  factors of the ith individual, ${u}_{i}$ – other unobserved determinants of dependent variable.
Labor income was used as an individual achievement. The semilogarithmic specification was used which is almost always applied in the works dealing with an individual’s income or earnings as the indicator of achievement.
$\mathrm{ln}\left({\mathrm{y}}_{\mathrm{i}}\right)={\mathrm{C}}_{\mathrm{i}}\bullet \mathrm{\alpha}+{\mathrm{u}}_{\mathrm{i}}$(2)
In equation (2) $\mathrm{\alpha}$ – is the vector of regression coefficients.
2. Predicted values $\stackrel{^}{{y}_{i}}$ are calculated. Variation of $\stackrel{^}{{y}_{i}}$ s connected with the variation of the circumstance – factors included in the model. Given that, inequality measured with the help of distribution $\stackrel{^}{{y}_{i}}$ is used as an absolute measure of inequality of opportunity. To assess the contribution of inequality of opportunity to achievement inequality, a relative measure of inequality of opportunity $\theta $ is calculated by formula (3).
$\theta =I\left(\stackrel{^}{{y}_{i}}\right)/I\left({y}_{i}\right)$(3)
Descriptive statistics is presented in table
* standard error is given in parentheses
As it evident from table
After the removal of the respondents with gaps in the data and limiting the sample to the respondents aged 2470, in some regions the sample size decreased very significantly. In this regard, we limited ourselves to the regions the number of observations in which comprised minimum 300 respondents. Consequently, the calculations were made for 63 regions in year 2014, 57 regions in year 2015, 60 regions in year 2016, 82 regions in year 2017, 80 regions in year 2018.
Findings
OLS regression results are provided in table
As table
The results of opportunity inequality assessment are given in table
The variance of income inequality across Russian regions is significant (from 0.0834 to 0.3113 in 2018 when using the LTheil index as inequality measure) and seems to be quite stable over the period under consideration. The level of opportunity inequality also fluctuates significantly across Russian regions (from 0.0033 to 0.0763 in absolute terms when using the LTheil index as inequality measure, from 2,8% to 31,65% in 2018 in relative terms), what goes in line with the hypothesis we test. Figure
The obvious drawback of our research is very narrow range of circumstances taken account of. We could name a number of circumstance factors, which are ignored in the calculations due to complete absence of information about them (for example, individual’s family background, the genetic traits he inherited). Consequently, our results should be treated as a lowbound estimation of opportunity inequality.
The problem of imperfect data is a common drawback of empirical studies on assessing the inequality of opportunity. The reason is that the studies are based on the data from readymade sociological surveys, hence, the choice of circumstancefactors is limited by the availability of data. We could not find any works which would carry out a data collection tailored for assessing the inequality of opportunity, or at least, would theoretically design a sociological survey focused on this task.
Conclusion
Finally, over the period under consideration inequality of opportunity tends to remain rather stable and represents approximately 25% of labor income inequality in Russia. The variation of inequality of opportunity across Russian regions is significant, what goes in line with the hypothesis we test in the paper.
The regional dimension raises a new layer of research issues within the studies on inequality of opportunity. Education quality, employment chances, economic dynamism may differ significantly between regions. As a result, space, defined as the place where people live, can constrain the set of opportunities that people face or, in other words, people with the same personal characteristics, can obtain very different outcomes depending on the region they live in. High level of regional inequality of opportunity may stimulate an active part of the population to migration, so, regional levels of opportunity inequality may be useful to explain interregional migration.
Acknowledgments
The reported study was funded by RFBR according to the research project №19410020017 р_а.
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16 April 2021
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Cite this article as:
Ibragimova, Z., & Frants, M. (2021). Regional Dimension Of Inequality Of Opportunity In Russian Federation. In E. Popov, V. Barkhatov, V. D. Pham, & D. Pletnev (Eds.), Competitiveness and the Development of SocioEconomic Systems, vol 105. European Proceedings of Social and Behavioural Sciences (pp. 534544). European Publisher. https://doi.org/10.15405/epsbs.2021.04.57