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Exports and productivity of Russian firms: in search of causality

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Abstract

This paper uses a census of Russian manufacturing firms to study the relationship between exports and productivity at the firm level. The period studied, 1996–2002, implies that the results are affected by the Russian financial crisis of 1998. Exporters are shown to be more productive and larger than non-exporters, seemingly an effect of more productive firms self-selecting into the export market, rather than learning effects. But learning effects are significant among new entrants. Additionally, in examining the effect of the direction of exports on productivity, the finding is that the difference in the productivity level of firms exporting to the OECD and the CIS is insignificant.

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Notes

  1. For a discussion on Russian industry restructuring and productivity see Ahrend (2004).

  2. In 2003 the export share of petroleum, petroleum products and Gas (SITC, rev 3 code 33, 34 respectively) exceeded 50% (Ahrend 2004).

  3. See, for example, Helpman et al. (2004), Melitz (2003) and Clerides et al. (1998).

  4. Roberts and Tybout (1997), for example, find empirical support for the existence of sunk entry costs.

  5. For examples of representative-firm models see Helpman and Krugman (1985).

  6. For a summary of empirical studies on export and productivity of firms/plants, see Wagner (2007).

  7. Transfer pricing and price regulations make it difficult to assess the productivity in the electricity and fuel sectors. The metal sector is heavily dependent on natural resources and the chemical sector is linked to the oil industry.

  8. For a more detailed discussion of the databases and their limitations see Bessonova et al. (2003).

  9. Firms with less than 25 employees all years, with negative costs as percent of sales, with larger exports than total sales, with more workers than total number of employees, with costs more than 20,000% of sales have been excluded from the sample.

  10. GNOZIS is a database, which includes statistical and balance sheet information on Russian firms. Coverage of firms in GNOZIS is similar to that in the Russian Enterprise Longitudinal Database.

  11. The use of intermediates when conducting exports is rather common in Russia, as pointed out by seminar participants at CEFIR. Unfortunately, we cannot control for that, hence we prefer not to use export-shares, but rather a simple dummy variable indicating export status.

  12. Calculations of the productivity measures and real value added are described in the appendix.

  13. We have tried including other firm characteristics such as workers’ share of total employment and K/L-ratio, but the estimated coefficients were non-significant and the data quality is poor. Therefore, they have been omitted in our selected specification.

  14. The random effect model was rejected by standard Hausman tests against the fixed effect model.

  15. Since the standard transformation is likely to be biased, we apply the formula suggested by van Garderen and Shah (2002) to derive the % effect of the relevant dummy on the dependent variable and its standard errors: \( \hat{p}_{i} = 100{\left[ {\exp {\left( {\hat{c}_{i} - \frac{1} {2}\hat{v}{\left( {c_{i} } \right)}} \right)} - 1} \right]}{\text{ and }}\hat{v}{\left( {\hat{p}_{i} } \right)} = 100^{2} \exp {\left( {2\hat{c}_{i} } \right)}{\left[ {\exp {\left( { - \hat{v}{\left( {\hat{c}_{i} } \right)}} \right)} - \exp {\left( { - 2\hat{v}{\left( {\hat{c}_{i} } \right)}} \right)}} \right]} \) where \( \hat{p}_{i} \) is the transformed coefficient to calculate; \( \hat{c}_{i} \) is the estimated coefficient belonging to the relevant dummy variable; \( \hat{v}{\left( {\hat{c}_{i} } \right)} \) is the estimated variance of the same dummy variable.

  16. The estimated export premium (TFP) in Sweden is less than 11.1% (Hansson and Lundin 2004).

  17. The estimated export premium (Labour productivity) in Slovenia is slightly less than 30%.

  18. Other variables such as average wage and K/L-ratios have been excluded since they have been found to be insignificant in the fixed effect estimations.

  19. A description of the number of observations of each firm type in the periods used can be found in the appendix, Table A1.

  20. The results are shown in the appendix, Table A5.

  21. See for example Ghosal (2003).

  22. As noted above Damijan et al. (2004) showed that firm productivity depends on the direction of exports and Djankov and Hoekman (1997) found that reorientation of exports improved productivity in Bulgarian firms.

  23. Our analysis of the relationship between export composition and learning-by-exporting encountered several problems and the issue merits further research, but that goes beyond the scope of this paper. Note that firms classified in raw material sectors are excluded from our sample.

  24. Labour productivity is higher in firms exporting mainly to the OECD than in firms exporting mainly to the CIS. The results are available from the corresponding author on request.

  25. Differences in the use of barter transactions between exporters to the CIS and the OECD may affect our estimated TFP, leading to a downward bias of CIS exporters’ TFP, assuming that barter transactions are more frequent in intra-CIS trade. We thank Pertti Haaparanta for drawing our attention to this issue.

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Acknowledgements

We would like to thank two anonymous reviewers for helpful comments and suggestions. Previous versions of this paper was presented at the NOITS 8th annual workshop in Helsinki, CEFIR and Lund University and the authors would like to thank the participants for helpful comments. We are indebted to Yves Bourdet, Joakim Gullstrand and Christian Jörgensen for valuable comments. Fredrik gratefully acknowledges financial support from The Crafoord foundation, Stiftelsen för främjande av ekonomisk forskning vid Lunds universitet and Sparbanksstiftelsen Färs & Frosta and the help of Guido Friebel.

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Correspondence to Fredrik Wilhelmsson.

Appendix

Appendix

Table A1 Number of types of firms in two sub-periods
Table A2 TFP relative to time of entry/exit
Table A3 Exporter-distribution over sectors
Table A4 Export intensity and productivity growth

1.1 Estimation of the TFP

First, value added is calculated as: sales - costs + wage bill. Value added is deflated by the output price index at the 5 digit industry level. Second, we estimate a Cobb-Douglas production function on 3-digit industry level (about 28 industries) or a translog production function on 2-digit industry level (6-industries) using one-way fixed effects. TFP is then calculated as the difference between the observed and predicted value for each firm and time period.

1.2 Results using the translog production function to estimate the productivity

Table A5 Productivity growth of export firm types compared to non-exporters
Table A6 Productivity growth and direction of exports
Table A7 Descriptive statistics of exporters by main direction of exports

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Wilhelmsson, F., Kozlov, K. Exports and productivity of Russian firms: in search of causality. Econ Change 40, 361–385 (2007). https://doi.org/10.1007/s10644-008-9038-4

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