Elsevier

Economics Letters

Volume 85, Issue 1, October 2004, Pages 53-56
Economics Letters

Experience and growth

https://doi.org/10.1016/j.econlet.2004.03.020Get rights and content

Abstract

This paper jointly estimates the social returns to physical and human capital with aggregate production functions using cross-country, first differenced panel data at frequencies of 10 years. Following cross-sectional wage regressions, the average experience of the workforce is added to average education as a proxy for the workforce. Growth in average experience is significantly associated with productivity growth. Moreover, controlling for experience increases the level and significance of returns to education.

Introduction

This paper estimates the social returns to human and physical capital from aggregate national production functions using first-differenced (at 10-year frequencies) cross-country panel data. Topel (1999) estimates a positive relationship between increases in aggregate education levels and productivity growth by applying functional forms drawn from the cross-sectional Mincer equations used by labor economists to estimate the relationship between education and wages. However, both Topel (1999) and Krueger and Lindahl (2001) emphasize the difficulty of finding large or statistically significant effects of aggregate changes in education when simultaneously estimating the returns to physical capital. The innovation here is the inclusion of the experience level of the workforce in the productivity regressions. Omitting experience may be an important source of downward bias on the gross returns to education. First, at the individual level, extra years in education will directly reduce experience. Second, at the aggregate level, periods in which many young, better educated workers are entering the workforce for demographic reasons are also periods in which the experience level of the workforce will be diluted for the same demographic reasons.

Section snippets

Estimation and results

Output per worker is assumed to follow a Cobb–Douglas function of physical and human capital per worker. Human capital per worker is an exponential function of the workforces' average years of education and experience. Output per worker in economy i at time t is yit; physical capital per worker is kit; average years of schooling is schoolit; and average number of years of experience is exit. First differences of technology shocks have a time-dependent component, βt0, and an idiosyncratic

Conclusion

Some empirical work questions whether the large increase in education levels observed in developing countries has actually increased labor productivity (see Benhabib and Spiegel, 1994, and Pritchett, 2001). Topel (1999) and Krueger and Lindahl (2001) gain important insight from using the functional form of Mincer regressions to specify the functional form of education on productivity. However, the Mincer (1974) specification for wage equations controls for experience. In this paper, I control

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