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2015 | OriginalPaper | Chapter

14. Structural Funds and Regional Convergence: Some Sectoral Estimates for Italy

Authors : Gianluigi Coppola, Sergio Destefanis

Published in: Geographical Labor Market Imbalances

Publisher: Springer Berlin Heidelberg

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Abstract

In this chapter, we assess the European Structural Funds’ effects on the economies of the 20 Italian administrative regions for the period 1989–2006. The principal novelties of this chapter are that the empirical analysis separately considers the effects on four sectors (agriculture, energy and manufacturing, construction, and services), and we employ a non-parametric FDH-VP to calculate Malmquist productivity indexes. This allows us to distinguish the Funds’ effects on factor accumulation from those on total productivity changes. Our evidence implies that the Funds had a weak, but significant, impact on total factor productivity change but virtually no effect on capital accumulation or employment. Different types of Structural Funds are found to have widely different influences, with the European Social Fund, arguably, having the strongest impact.

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Appendix
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Footnotes
1
See, for instance, Ministero dell’Economia (2001), Boldrin and Canova (2001), and the references therein. A classic reference is Biehl (1986). The main topics of the debate are effectively summarised in Tondl (2004).
 
2
These regions are Abruzzo, Molise, Campania, Puglia, Basilicata, Calabria, Sicilia, and Sardegna.
 
3
The limited availability of regional accounting data prevents the inclusion of more recent data in this study.
 
4
On 1 January 2007, the EAGGF was replaced by the European Agricultural Guarantee Fund (EAGF) and the European Agricultural Fund for Rural Development (EAFRD). We will not address the EAGF or the EAFRD in this study.
 
5
Marzinotto (2012) shares the view that there is a sharp division between the results of macroeconomic simulations and other types of empirical analysis.
 
6
However, Italy is a partial exception to this: its southern regions lagged somewhat behind other regions in the period under study.
 
7
The single-output assumption does not imply any loss of generality, as an analogous decomposition holds for the multi-output case (see Balk 2001).
 
8
It has been observed (Mundlak et al. 1999; Mundlak 2000) that in cross-country (or cross-region) productivity comparisons, one must rely on empirical aggregate production frontiers obtained from unobservable micro frontiers. In this case, when the available technology includes more than one technique, modifying the environment faced by producers may lead to changes in techniques (as well as to changes in the output–input mix for a given technique), and the hypothesis of convexity may not be respected for the observable aggregate production frontiers.
 
9
We do not claim any strong theoretical basis for this choice. However, if we adopt an input orientation, in a two- or three- input space, the commonly adopted Debreu–Farrell measure of efficiency may not measure technical efficiency (in the sense of Koopmans 1951) exhaustively. On this, see Lovell (1993).
 
10
Consistent pre- and post-SEC95 series for value added and the number of labour units were generously provided by Roberto Basile of ISAE, Rome.
 
11
Values for DOUPTN and DKAPN are obtained as percentage variations over the sub-sample means of the relevant variable.
 
12
For technical progress, the lagged values of the state of technology were approximated using a Tornqvist index of total factor productivity.
 
13
The appropriate unit root tests, the results of which are available upon request, failed to produce evidence against the hypothesis that the regression residuals are stationary.
 
14
Regressions were also estimated by taking the ratio between the Fund values and their sample means, but this alternative specification did not substantially affect the results. In future work, we intend to consider the modelling of variables in greater detail, including zero values.
 
15
This index is calculated using the value added, employment, and capital stock data, assuming constant-returns to scale and a labour share of output equal to 0.3.
 
16
Evidence in favour of this view is provided by D’Acunto et al. (2004).
 
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Metadata
Title
Structural Funds and Regional Convergence: Some Sectoral Estimates for Italy
Authors
Gianluigi Coppola
Sergio Destefanis
Copyright Year
2015
Publisher
Springer Berlin Heidelberg
DOI
https://doi.org/10.1007/978-3-642-55203-8_14