Abstract
Self-selection and learning by exporting are the main explanations for the higher productivity of exporting firms. But, whereas evidence on self-selection is largely undisputed, results on learning by exporting are mixed and far from conclusive. However, recent research by De Loecker (J Int Econ 73(1):69–98, 2007) has shown that the conclusions from previous learning by exporting studies may have been driven by strong assumptions about the evolution of productivity and the role of export status. Relaxing these assumptions turns out to be critical to find evidence of learning by exporting in a representative sample of Spanish manufacturing firms. Our results indicate that the yearly average gains in productivity are around 3 % for at least 4 years.
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Notes
See http://www.funep.es/esee/ing/i_esee.asp for further details.
We do not use any observation for 1990 as we cannot compute productivity for this year in this survey.
We consider the original industry classification of the ESEE summarised in nine industries to guarantee enough observations per industry (we use the same nine industries classification than in Doraszelski and Jaumandreu 2009). A higher disaggregation makes unfeasible industry by industry productivity estimation.
The results of export participation and export intensity could be biased by the fact that the ESEE only surveys firms with more than 10 workers.
The law of motion for capital follows a deterministic dynamic process according to which \( k_{it} = (1 - \delta )k_{it - 1} + I_{it - 1} \). Thus, it is assumed that the capital the firm uses in period t was actually decided in period t − 1 (it takes a full production period for the capital to be ordered, received and installed by the firm before it becomes operative). The age of the firm is also considered as a deterministic state variable that evolves according to \( a_{it} = a_{it - 1} + 1 \). Labour and materials (unlike capital) are chosen in period t, the period they actually get used (and, therefore, they can be a function of \( \omega_{it} \)). These timing assumptions make them non-dynamic inputs, in the sense that (and again unlike capital) current choices for them have no impact on future choices.
Both the investment of capital demand function and the demand for intermediate materials are assumed to be strictly increasing in ω it (in the case of the investment of capital this is assumed in the region in which i it > 0). That is, conditional on k it and a it , a firm with higher ω it optimally invests more (or demands more materials).
These estimates are available upon request.
Abadie and Imbens (2008) show that due to the extreme non-smoothness of nearest neighbours matching, the standard conditions for bootstrapped standard errors are not satisfied, leading the bootstrap variance to diverge from the actual variance. This may be corrected either by subsampling (Politis et al. 1999) or using the Stata nnmatch command (Abadie et al. 2004). We report results from both approaches (see Table 5) and do not find substantial differences between the estimated standard errors.
These estimates are reported in Appendix B in page 97 in De Loecker (2007).
The choice of 5 years is a compromise between the minimum number of years needed to consider a firm a persistent exporter and the number of firms left in the sample after requiring a given number of years of uninterrupted exporting activity.
Our definition of export starters precludes the presence of switchers in our analysis. A switcher is a firm that exports 1 year and after one or more years without exporting starts exporting again. In our analysis, a firm is considered as export starter in t if it has not exported during the sample periods previous to t and, therefore, we only consider a firm an export starter the first time it exports.
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Acknowledgments
The authors acknowledge the comments and suggestions made by the editor and two anonymous referees and, also, the financial support from the Ministerio de Ciencia e Innovación (projects ECO2011-25033, ECO2011-30323-C03-02 and SEJ2010-19088/ECON), the Generalitat Valenciana (project PROMETEO/068) and the Generalitat de Catalunya (“Xarxa de Referència d’R + D + I en Economia i Polítiques Públiques” and the 2009-SGR-322 Program). Usual caveats apply.
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Manjón, M., Máñez, J.A., Rochina-Barrachina, M.E. et al. Reconsidering learning by exporting. Rev World Econ 149, 5–22 (2013). https://doi.org/10.1007/s10290-012-0140-3
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DOI: https://doi.org/10.1007/s10290-012-0140-3