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Table A.6: <strong>Gender</strong> wage differential<br />

All workers Young workers Entrants<br />

Coeff. (S.E.) Coeff. (S.E.) Coeff. (S.E.)<br />

Raw<br />

OLS -0.171* (0.000) -0.132* (0.001) -0.118* (0.003)<br />

Industry FE -0.159* (0.000) -0.096* (0.001) -0.079* (0.003)<br />

Occupation FE -0.170* (0.000) -0.095* (0.001) -0.066* (0.003)<br />

Establishment FE -0.138* (0.000) -0.074* (0.001) -0.051* (0.003)<br />

Job-cell FE -0.129* (0.000) -0.057* (0.001) -0.029* (0.003)<br />

+ Education<br />

OLS -0.165* (0.000) -0.128* (0.001) -0.111* (0.002)<br />

Industry FE -0.145* (0.000) -0.085* (0.001) -0.064* (0.003)<br />

Occupation FE -0.162* (0.000) -0.083* (0.001) -0.050* (0.003)<br />

Establishment FE -0.126* (0.000) -0.064* (0.001) -0.040* (0.003)<br />

Job-cell FE -0.125* (0.000) -0.051* (0.001) -0.021* (0.003)<br />

No. of obs. 4,504,507 497,183 88,912<br />

Source: Author’s calculations, based on LIAB 1993-2007.<br />

Note: Dependent variable is <strong>the</strong> log real daily wage. Each cell corresponds to a different<br />

regression. Numbers shown are <strong>the</strong> coefficients on <strong>the</strong> female dummy variable which result<br />

from estimating Equation (2). The first set of regressions contains year dummies, while <strong>the</strong><br />

second set additionally includes <strong>the</strong> workers’ educational level. *: statistically significant at<br />

least at <strong>the</strong> 5%-level.<br />

28

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