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Educational Expansion and Educational Inequality

Author

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  • Takahiro Akita

    (IUJ Research Institute, International University of Japan)

Abstract

This study explores the relationship between educational expansion and educational inequality through the use of hypothetical examples. It also examines the relationship empirically based on a Barro and Lee dataset on educational attainment for Asian countries and economies. If individuals without formal education are assigned 0 years of education, the education Gini coefficient is likely to decline monotonically with educational expansion. In contrast, if we assume that they receive some sort of informal education equivalent to a small amount of formal education, then the education Gini coefficient is likely to exhibit an inverted U-shaped pattern. Transforming years of education into human capital using an exponential function could lead to the Gini coefficient of human capital exhibiting an inverted U-shaped pattern with respect to human capital expansion. On the other hand, the standard deviation of education is likely to display an inverted U-shaped pattern, whether individuals without formal education are assigned 0 years of education or not. The Barro and Lee dataset reveals that the standard deviation of education follows an inverted U-shaped pattern, even when individuals without formal education are assigned 0 years of education. In contrast, the education Gini coefficient demonstrates a downward-sloping pattern when individuals without formal education are assigned 0 years of education. However, when assigning one year to individuals without formal education, the education Gini coefficient displays an inverted U-shaped pattern. These empirical observations align with the conclusions drawn from hypothetical examples.

Suggested Citation

  • Takahiro Akita, 2024. "Educational Expansion and Educational Inequality," Working Papers EMS_2024_02, Research Institute, International University of Japan.
    • Handle: RePEc:iuj:wpaper:ems_2024_02
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    References listed on IDEAS

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