Abstract
The Structural Funds (SF), are the most important strategic tool of the European Union (EU) for the promotion of regional development. This chapter analyzes the effects of regionally targeted SF on labor productivity growth in 180 Nomenclature of Territorial Units for Statistics, level 2 (NUTS2) regions from 1989 to 2006. The main contributions of this chapter to the debate on the effectiveness of Cohesion Policy consist of two aspects: the spatial econometric technique adopted and the analysis of the effectiveness of SF conditional to regional institutional quality. Regarding the first contribution, the chapter shows that EU regions, after controlling for spatial dependence, not only have multiple steady states, but also heterogeneous convergence rates. Regarding the second contribution, it is demonstrated that, while regional institutional quality is not significant per se, it positively affects the effectiveness of Objective 1 SF. Under a policy perspective, regions, to achieve a higher effectiveness of SF on productivity growth, should invest primarily in strengthening their institutional capacity.
Access this chapter
Tax calculation will be finalised at checkout
Purchases are for personal use only
Similar content being viewed by others
Notes
- 1.
A complete literature review can be found in Mohl and Hagen (2010).
- 2.
Rodríguez-Pose and Garcilazo (2015) combine regional institutional quality indicators with Cohesion Policy expenditures to assess their effects on GDP per capita growth. Studies of Beugelsdijk and Eijffinger (2005), Ederveen et al. (2006) and Bähr (2008) include institutional quality indicators and data at the national level, while Arbia et al. (2010) use measures of national institutional quality with regional data.
- 3.
In 1989–2006 period, the average correlation between Gross Value Added per employee and investment over Gross Value Added is −0.43. Correlation between Gross Value Added per employee and employment rate is, on average, 0.33.
- 4.
Regions are specified in the appendix.
- 5.
- 6.
According to ISCED, tertiary programmes include academic orientation which are largely theoretical and tertiary programmes with an occupational orientation. Examples are Bachelor’s degrees in many English-speaking countries, the “Diplom” in many German-speaking countries and the Licence in many French-speaking countries.
- 7.
- 8.
The matrix that produced better results is a four-nearest neighbors row standardized matrix.
- 9.
To compute the MC statistic and spatial filters, a set of runtimes were developed in the R environment.
- 10.
A lower bound would cause the inclusion of eigenvectors that account for a spatial random process.
- 11.
This is evident in Italy, where the assessment of Institutions of southern regions is one of the worst in Europe, while the assessment of Institutions of the regions of northern Italy is immediately below German regions, which have very positive assessments.
- 12.
For Model 1 (Base model), the Wald test is 9.949, excluding H0 at 5% level, while for Model 2 (Base model + SF), the Wald test is 13.598 and leading to do not accept H0 at 1% level.
- 13.
In the appendix, speed of convergence of Model 1 (Base model) and Model 2 (Base model + SF) are reported.
- 14.
A case study approach would allow to understand the link between regions and the cluster to which they belong to.
References
Amin, A. (1999). An institutionalist perspective on regional development. International Journal of Urban and Regional Research, 23(2), 365–378.
Arbia, G., Battisti, M., & Di Vaio, G. (2010). Institutions and geography: Empirical test of spatial growth models for European regions. Economic Modelling, 27(1), 12–21.
Bachtler, J., & Gorzelak, G. (2007). Reforming EU cohesion policy a reappraisal of the performance of the structural funds. Policy Studies, 28(4), 309–326.
Bähr, C. (2008). How does sub-national autonomy affect the effectiveness of structural funds? Kyklos, 61(1), 3–18.
Barro, R. J., & Sala-i-Martin, X. (1990). Economic growth and convergence across the United States. NBER Working Paper 3419.
Becker, S. O., Egger, P., & Von Ehrlich, M. (2010). Going NUTS: The effect of EU structural funds on regional performance. Journal of Public Economics, 94(9–10), 578–590.
Beugelsdijk, M., & Eijffinger, S. C. W. (2005). The effectiveness of structural policy in the European Union: An empirical analysis for the EU-15 during the period 1995–2001. Journal of Common Market Studies, 43(1), 37–51.
Boldrin, M., & Canova, F. (2001). Inequality and convergence in Europe’s regions: Reconsidering European regional policies. Economic Policy, 16(32), 205–253.
Cambridge Econometrics Database 2010
Canova, F. (2004). Testing for convergence clubs: A predictive density approach. International Economic Review, 45(1), 49–78.
Cappelen, A., Castellacci, F., Fagerberg, J., & Verspagen, B. (2003). The impact of EU regional support on growth and convergence in the European Union. Journal of Common Market Studies, 41(4), 621–644.
Charron, N., Lapuente, V., & Rothstein, B. (Eds.). (2013). Measuring the quality of government in the European Union: A comparative analysis of national and regional variation. Cheltenham UK, Northampton USA: Edward Elgar Publishing.
Dall’erba, S., & Le Gallo, J. (2007). The impact of EU regional support on growth and employment. Czech Journal of Economics and Finance, 57(7–8), 325–340.
Dall’erba, S., & Le Gallo, J. (2008). Regional convergence and the impact of European structural funds 1989–1999: A spatial econometric analysis. Papers in Regional Science, 82(2), 219–244.
Ederveen, S., Gorter, J., De Mooij, R., & Nahuis, R. (2002). Funds and games: The economics of European Cohesion Policy. Occasional Paper No. 3. Brussels: European Network of European Policy Research Institutes. https://aei.pitt.edu/1839/1/ENEPRI_OP5.pdf. Accessed May 13, 2013.
Ederveen, S., Le Groot, H., & Nahuis, R. (2006). Fertile soil for structural funds? A panel data analysis of the conditional effectiveness of European Cohesion Policy. Kyklos, 59(1), 17–42.
Ederveen, S., Van Der Horst, A., & Tang, P. (2005). Is the European economy a patient and the union its doctor? On jobs and growth in Europe. ENEPRI Working Paper No. 35/April 2005. https://aei.pitt.edu/6739/1/1218_35.pdf. Accessed May 13, 2013.
Esposti, R., & Bussoletti, S. (2008). Impact of Objective 1 funds on regional growth convergence in the European Union: A panel-data approach. Regional Studies, 42(2), 159–173.
EuroGeographics for the administrative boundaries. https://ec.europa.eu/eurostat/web/gisco. Accessed May 13, 2013.
European Commission. (1995). Fifth Annual Report on the implementation of the reform of structural funds 1993, Brussels.
European Commission. (1997). The impact of structural policies on economic and social cohesion in the Union 1989–99 a first assessment presented by country (October 1996): regional development studies, Luxembourg.
European Commission. (1999). The structural funds in 1998. Tenth Annual Report, Brussels.
European Commission. (2004). A new partnership for cohesion, convergence, competitiveness, cooperation. Third Report on Economic and Social Cohesion. Luxembourg: Office for Official Publications of the EC.
European Commission. (2006). 18th Annual Report on implementation of the structural funds. Luxembourg: Office for Official Publications of the EC.
European Commission. (2007). Growing regions, growing Europe. Fourth Report on Economic and Social Cohesion. Luxembourg: Office for Official Publications of the EC.
European Commission. (2010). Investing in Europe’s future. Fifth Report on Economic, Social and Territorial Cohesion. Luxembourg: Office for Official Publications of the EC.
Eurostat Region Database. https://ec.europa.eu/eurostat/web/regions/data/database. Accessed May 13, 2013.
Fagerberg, J., & Verspagen, B. (1996). Heading for divergence? Regional growth in Europe reconsidered. Journal of Common Market Studies, 34(3), 431–448.
Falk, M., & Sinabell, F. (2008). The effectiveness of Objective 1 structural funds in the EU15: New empirical evidence from NUTS 3 regions. WIFO Working Papers 310. https://franz.sinabell.wifo.ac.at/papers/WP_2007_310.PDF. Accessed May 13, 2013.
Fischer, M., & Griffith, D. A. (2008). Modeling spatial autocorrelation in spatial interaction data: An application to patent citation data in the European Union. Journal of Regional Science, 48(5), 969–989.
Fotheringham, A. S., Brunsdon, C., & Charlton, M. (2002). Geographically weighted regression: The analysis of spatially varying relationships. West Sussex: Wiley.
Getis, A. (1995). Spatial filtering in a regression framework: Experiments on regional inequality, government expenditures, and urban crime. In L. Anselin & R. J. G. M. Florax (Eds.), New directions in spatial econometrics (pp. 172–188). Berlin: Springer.
Getis, A., & Griffith, D. A. (2002). Comparative spatial filtering in regression analysis. Geographical Analysis, 34(2), 130–140.
Griffith, D. A. (2003). Spatial autocorrelation and spatial filtering: Gaining understanding through theory and scientific visualization. Berlin: Springer.
Griffith, D. A. (2008). Spatial filtering-based contribution to a critique of geographically weighted regression (GWR). Environment and Planning A, 40(11), 2751–2769.
Hagen, T., & Mohl, P. (2008). Which is the right dose of EU Cohesion Policy for economic growth? ZEW Discussion Paper 08-104. https://ftp.zew.de/pub/zew-docs/dp/dp08104.pdf. Accessed May 13, 2013.
Kaufmann, D., Kraay, A., & Mastruzzi, M. (2009). Governance matters VIII: Aggregate and individual governance indicators for 1996–2008. World Bank Policy Research Working Paper No. 4978. https://www-wds.worldbank.org/servlet/WDSContentServer/WDSP/IB/2009/06/29/000158349_20090629095443/Rendered/PDF/WPS4978.pdf. Accessed May 13, 2013.
Krugman, P. (1992). The age of diminished expectations: US economic policy in the 1980s. Cambridge: MIT Press.
Leonardi, R. (2005). The cohesion policy of the European Union: The building of Europe. London: Palgrave.
Leonardi, R. (2006). The impact and added value of cohesion policy. Regional Studies, 40(2), 155–166.
López-Bazo, E., Vayá, E., & Artís, M. (2004). Regional externalities and growth: Evidence from European regions. Journal of Regional Science, 44(1), 43–73.
Mankiw, G. N., Romer, D., & Weil, D. N. (1992). A contribution to the empirics of economic growth. Quarterly Journal of Economics, 107(2), 407–437.
Mohl, P., & Hagen, T. (2010). Do EU structural funds promote regional growth? New evidence from various panel data approaches. Regional Science and Urban Economics, 40(5), 353–365.
OECD. (2009). Investing for growth: Building innovative regions. Background Report for the Meeting of the Territorial Development Policy Committee at Ministerial Level. Paris: OECD Publishing.
OECD. (2011). OECD science, technology and industry scoreboard 2011. OECD Publishing. https://www.oecd-ilibrary.org/science-and-technology/oecd-science-technology-and-industry-scoreboard-2011_sti_scoreboard-2011-en. Accessed May 13, 2013.
Puga, D. (2002). European regional policies in light of recent location theories. Journal of Economic Geography, 2(4), 373–406.
Puigcerver-Peñalver, M. (2007). The impact of structural funds policy on European regions’ growth: A theoretical and empirical approach. The European Journal of Comparative Economics, 4(2), 179–208.
Quah, D. (1996). Regional convergence clusters across Europe. European Economic Review, 40(3–5), 951–958.
Quah, D. (1997). Empirics for growth and distribution: Stratification, polarisation and convergence clubs. Journal of Economic Growth, 2, 101–120.
Ramajo, J., Márquez, M., Hewings, G., & Salinas, S. (2008). Spatial heterogeneity and interregional spillovers in the European Union: Do cohesion policies encourage convergence across regions? European Economic Review, 52(3), 551–567.
Rodríguez-Pose, A., & Fratesi, U. (2004). Between development and social policies: The impact of European structural funds in Objective 1 regions. Regional Studies, 38(1), 97–113.
Rodríguez-Pose, A., & Garcilazo, E. (2015). Quality of government and the returns of investment: Examining the impact of cohesion expenditure in European regions. Regional Studies, 49(8), 1274–1290.
Rodríguez-Pose, A., & Storper, M. (2006). Better rules or stronger communities? On the social foundations of institutional change and its economic effects. Economic Geography, 82(1), 1–25.
Schultz, T. W. (1961). Investment in human capital. The American Economic Review, 51(11), 1–17.
Tiefelsdorf, M., & Boots, B. (1995). The exact distribution of Moran’s I. Environment and Planning A, 27(6), 985–999.
Treaty Establishing the European Community. (2002). Official Journal of the European Communities. https://eur-lex.europa.eu/legal-content/EN/TXT/?uri=CELEX%3A12002E%2FTXT. Accessed May 13, 2013.
Van Ark, B. (2006). Does the European Union need to revive productivity growth? In S. Mundschenk, M. H. Stierl, U. Stierle von Schütz, & I. Traistaru (Eds.), Competitiveness and growth in Europe. Lessons and policy implications for the Lisbon strategy (pp. 101–126). Cheltenham: Edward Elgar Publishers.
Wheeler, D. (2007). Diagnostic tools and a remedial method for collinearity in geographically weighted regression. Environment and Planning A, 39(10), 2464–2481.
Wooldridge, J. M. (2003). Introductory econometrics: A modern approach. Mason: Thomson.
Author information
Authors and Affiliations
Corresponding author
Editor information
Editors and Affiliations
Appendix: List of EU Regions Included in the Analysis and Associated Coefficient of ln(GVA/EMP_89)
Appendix: List of EU Regions Included in the Analysis and Associated Coefficient of ln(GVA/EMP_89)
Country | NUTS code | Name | Coefficient of ln(GVA/EMP_89) of Model 2 (Base model + SF) | Coefficient of ln(GVA/EMP_89) of Model 1 (Base model F) |
---|---|---|---|---|
BE | BE10 | Région de Bruxelles-Capitale | −0.00865 | 0.01526 |
BE | BE21 | Prov. Antwerpen | −0.01288 | 0.01388 |
BE | BE22 | Prov. Limburg | −0.01683 | −0.00931 |
BE | BE23 | Prov. Oost-Vlaanderen | −0.02198 | −0.00746 |
BE | BE24 | Prov. Vlaams-Brabant | −0.00930 | 0.01212 |
BE | BE25 | Prov. West-Vlaanderen | −0.02512 | −0.01372 |
BE | BE31 | Prov. Brabant Wallon | −0.00930 | 0.01212 |
BE | BE32 | Prov. Hainaut | −0.01673 | 0.00028 |
BE | BE33 | Prov. Liège | −0.00987 | −0.01503 |
BE | BE34 | Prov. Luxembourg | −0.00513 | −0.01270 |
BE | BE35 | Prov. Namur | −0.00941 | 0.00095 |
DE | DE11 | Stuttgart | −0.06502 | −0.03573 |
DE | DE12 | Karlsruhe | −0.04963 | −0.03184 |
DE | DE13 | Freiburg | −0.04009 | −0.02895 |
DE | DE14 | Tübingen | −0.05349 | −0.03184 |
DE | DE21 | Oberbayern | −0.05858 | −0.03500 |
DE | DE22 | Niederbayern | −0.05018 | −0.03316 |
DE | DE23 | Oberpfalz | −0.05695 | −0.03535 |
DE | DE24 | Oberfranken | −0.05868 | −0.03609 |
DE | DE25 | Mittelfranken | −0.06824 | −0.03724 |
DE | DE26 | Unterfranken | −0.06392 | −0.03744 |
DE | DE27 | Schwaben | −0.06190 | −0.03468 |
DE | DE30 | Berlin | −0.03184 | −0.04930 |
DE | DE41 | Brandenburg | −0.03147 | −0.04439 |
DE | DE42 | Brandenburg | −0.03285 | −0.05236 |
DE | DE50 | Bremen | −0.02660 | −0.03265 |
DE | DE60 | Hamburg | −0.02459 | −0.03116 |
DE | DE71 | Darmstadt | −0.04841 | −0.03255 |
DE | DE72 | Gießen | −0.04001 | −0.02999 |
DE | DE73 | Kassel | −0.04515 | −0.03302 |
DE | DE80 | Mecklenburg-Vorpommern | −0.03174 | −0.03855 |
DE | DE91 | Braunschweig | −0.03423 | −0.03446 |
DE | DE92 | Hannover | −0.02600 | −0.03413 |
DE | DE93 | Lüneburg | −0.02348 | −0.03349 |
DE | DE94 | Weser-Ems | −0.03879 | −0.02609 |
DE | DEA1 | Düsseldorf | −0.02831 | −0.02092 |
DE | DEA2 | Köln | −0.01794 | −0.02204 |
DE | DEA3 | Münster | −0.03586 | −0.02425 |
DE | DEA4 | Detmold | −0.03306 | −0.03174 |
DE | DEA5 | Arnsberg | −0.03305 | −0.02725 |
DE | DEB1 | Koblenz | −0.01651 | −0.02428 |
DE | DEB2 | Trier | −0.00507 | −0.02199 |
DE | DEB3 | Rheinhessen-Pfalz | −0.02970 | −0.02814 |
DE | DEC0 | Saarland | −0.00589 | −0.02300 |
DE | DED1 | Chemnitz | −0.03807 | −0.04172 |
DE | DED2 | Dresden | −0.03316 | −0.04500 |
DE | DED3 | Leipzig | −0.03388 | −0.05044 |
DE | DEE0 | Sachsen-Anhalt | −0.03564 | −0.04078 |
DE | DEF0 | Schleswig-Holstein | −0.02459 | −0.03116 |
DE | DEG0 | Thüringen | −0.04473 | −0.03620 |
DK | DK0 | Danmark | −0.02742 | −0.02887 |
EL | EL11 | Anatoliki Makedonia, Thraki | −0.03449 | −0.03559 |
EL | EL12 | Kentriki Makedonia | −0.03832 | −0.03722 |
EL | EL13 | Dytiki Makedonia | −0.02832 | −0.02180 |
EL | EL14 | Thessalia | −0.02674 | −0.02669 |
EL | EL21 | Ipeiros | −0.02826 | −0.02708 |
EL | EL22 | Ionia Nisia | −0.02807 | −0.03972 |
EL | EL23 | Dytiki Ellada | −0.02710 | −0.04447 |
EL | EL24 | Sterea Ellada | −0.02582 | −0.04036 |
EL | EL25 | Peloponnisos | −0.02699 | −0.04804 |
EL | EL30 | Attiki | −0.02726 | −0.04189 |
EL | EL41 | Voreio Aigaio | −0.02987 | −0.02859 |
EL | EL42 | Notio Aigaio | −0.02978 | −0.03640 |
EL | EL43 | Kriti | −0.02967 | −0.03824 |
ES | ES11 | Galicia | −0.02972 | −0.00708 |
ES | ES12 | Principado de Asturias | −0.02978 | −0.00795 |
ES | ES13 | Cantabria | −0.04389 | −0.03369 |
ES | ES21 | País Vasco | −0.04283 | −0.02951 |
ES | ES22 | Comunidad Foral de Navarra | −0.04170 | −0.02842 |
ES | ES23 | La Rioja | −0.04599 | −0.03179 |
ES | ES24 | Aragón | −0.04304 | −0.03458 |
ES | ES30 | Comunidad de Madrid | −0.04089 | −0.03087 |
ES | ES41 | Castilla y León | −0.04129 | −0.03457 |
ES | ES42 | Castilla-la Mancha | −0.03872 | −0.02989 |
ES | ES43 | Extremadura | −0.03056 | −0.03322 |
ES | ES51 | Cataluña | −0.03587 | −0.03776 |
ES | ES52 | Comunidad Valenciana | −0.03908 | −0.03316 |
ES | ES53 | Illes Balears | −0.03496 | −0.03412 |
ES | ES61 | Andalucía | −0.03587 | −0.02921 |
ES | ES62 | Región de Murcia | −0.03775 | −0.02949 |
FR | FR10 | Île de France | −0.02784 | −0.01839 |
FR | FR21 | Champagne-Ardenne | −0.01813 | −0.02104 |
FR | FR22 | Picardie | −0.02645 | −0.01638 |
FR | FR23 | Haute-Normandie | −0.02749 | −0.01914 |
FR | FR24 | Centre | −0.02800 | −0.02013 |
FR | FR25 | Basse-Normandie | −0.02724 | −0.02294 |
FR | FR26 | Bourgogne | −0.01720 | −0.02707 |
FR | FR30 | Nord | −0.02573 | −0.01530 |
FR | FR41 | Lorraine | −0.00836 | −0.02221 |
FR | FR42 | Alsace | −0.02476 | −0.02621 |
FR | FR43 | Franche-Comté | −0.01708 | −0.02755 |
FR | FR51 | Pays de la Loire | −0.02881 | −0.02437 |
FR | FR52 | Bretagne | −0.02909 | −0.02755 |
FR | FR53 | Poitou–Charentes | −0.02908 | −0.02195 |
FR | FR61 | Aquitaine | −0.03287 | −0.02552 |
FR | FR62 | Midi-Pyrénées | −0.03135 | −0.03218 |
FR | FR63 | Limousin | −0.02751 | −0.02596 |
FR | FR71 | Rhône-Alpes | −0.01573 | −0.03007 |
FR | FR72 | Auvergne | −0.02372 | −0.02943 |
FR | FR81 | Languedoc-Roussillon | −0.03018 | −0.03472 |
FR | FR82 | Provence-Alpes-Côte d’Azur | −0.02145 | −0.03165 |
FR | FR83 | Corse | −0.03360 | −0.03846 |
IE | IE01 | Border, Midland and Western | −0.02945 | −0.02447 |
IE | IE02 | Southern and Eastern | −0.02839 | −0.02145 |
IT | ITC1 | Piemonte | −0.02273 | −0.03570 |
IT | ITC2 | Valle d’Aosta | −0.01868 | −0.03323 |
IT | ITC3 | Liguria | −0.02450 | −0.03897 |
IT | ITC4 | Lombardia | −0.03287 | −0.04005 |
IT | ITD5 | Emilia-Romagna | −0.05180 | −0.03658 |
IT | ITE1 | Toscna | −0.04515 | −0.04081 |
IT | ITE2 | Umbria | −0.04630 | −0.03866 |
IT | ITE3 | Marche | −0.04347 | −0.03312 |
IT | ITE4 | Lazio | −0.04299 | −0.04520 |
IT | ITF1 | Abruzzo | −0.04827 | −0.05604 |
IT | ITF2 | Molise | −0.05309 | −0.06160 |
IT | ITF3 | Campania | −0.05309 | −0.06160 |
IT | ITF4 | Puglia | −0.05728 | −0.06795 |
IT | ITF5 | Basilicata | −0.05766 | −0.06698 |
IT | ITF6 | Calabria | −0.05936 | −0.06709 |
IT | ITG1 | Sicilia | −0.05536 | −0.05978 |
IT | ITG2 | Sardegna | −0.05045 | −0.05225 |
IT | ITH1 | Provincia Autonoma di Bolzano | −0.05446 | −0.05803 |
IT | ITH2 | Provincia Autonoma di Trento | −0.04800 | −0.04856 |
IT | ITH3 | Veneto | −0.04475 | −0.04429 |
IT | ITH4 | Friuli-Venezia Giulia | −0.03583 | −0.03930 |
LU | LU0 | Luxembourg | −0.00117 | −0.01872 |
NL | NL11 | Groningen | −0.04957 | −0.02334 |
NL | NL12 | Friesland | −0.04987 | −0.02180 |
NL | NL13 | Drenthe | −0.05030 | −0.02261 |
NL | NL21 | Overijssel | −0.05148 | −0.02107 |
NL | NL22 | Gelderland | −0.04488 | −0.01823 |
NL | NL23 | Flevoland | −0.04948 | −0.01562 |
NL | NL31 | Utrecht | −0.04195 | −0.00958 |
NL | NL32 | Noord-Holland | −0.04076 | −0.01246 |
NL | NL33 | Zuid-Holland | −0.03385 | −0.00709 |
NL | NL34 | Zeeland | −0.02494 | −0.00682 |
NL | NL41 | Noord-Brabant | −0.02743 | −0.00345 |
NL | NL42 | Limburg | −0.02102 | −0.01447 |
PT | PT11 | Norte | −0.03289 | −0.03683 |
PT | PT15 | Algarve | −0.02936 | −0.02915 |
PT | PT16 | Centro | −0.02968 | −0.03434 |
PT | PT17 | Lisboa | −0.02910 | −0.03000 |
PT | PT18 | Alentejo | −0.02893 | −0.03068 |
UK | UKC1 | Tees Valley and Durham | −0.02386 | −0.02209 |
UK | UKC2 | Northumberland and Tyne and Wear | −0.02355 | −0.02073 |
UK | UKD1 | Cumbria | −0.02210 | −0.01628 |
UK | UKD2 | Cheshire | −0.01766 | 0.00291 |
UK | UKD3 | Greater Manchester | −0.01829 | 0.00215 |
UK | UKD4 | Lancashire | −0.01914 | −0.00389 |
UK | UKD5 | Merseyside | −0.01961 | −0.00160 |
UK | UKE1 | East Yorkshire and Northern Lincolnshire | −0.02391 | −0.01020 |
UK | UKE2 | North Yorkshire | −0.02187 | −0.01344 |
UK | UKE3 | South Yorkshire | −0.02110 | −0.00472 |
UK | UKE4 | West Yorkshire | −0.01989 | −0.00404 |
UK | UKF1 | Derbyshire and Nottinghamshire | −0.01904 | 0.00295 |
UK | UKF2 | Leicestershire, Rutland and Northamptonshire | −0.01952 | 0.00173 |
UK | UKF3 | Lincolnshire | −0.02505 | −0.00954 |
UK | UKG1 | Herefordshire, Worcestershire and Warwickshire | −0.02081 | −0.01085 |
UK | UKG2 | Shropshire and Staffordshire | −0.01910 | −0.00064 |
UK | UKG3 | West Midlands | −0.01942 | −0.00163 |
UK | UKH1 | East Anglia | −0.02577 | −0.01244 |
UK | UKH2 | Bedfordshire and Hertfordshire | −0.01789 | 0.00192 |
UK | UKH3 | Essex | −0.02151 | −0.00534 |
UK | UKI1 | Inner London | −0.01864 | −0.00086 |
UK | UKI2 | Outer London | −0.01690 | 0.00066 |
UK | UKJ1 | Berkshire, Buckinghamshire and Oxfordshire | −0.02184 | −0.00881 |
UK | UKJ2 | Surrey, East and West Sussex | −0.01973 | −0.00599 |
UK | UKJ3 | Hampshire and Isle of Wight | −0.02314 | −0.02022 |
UK | UKJ4 | Kent | −0.02203 | −0.00747 |
UK | UKK1 | Gloucestershire, Wiltshire and Bristol/Bath area | −0.02410 | −0.02361 |
UK | UKK2 | Dorset and Somerset | −0.02513 | −0.02655 |
UK | UKK3 | Cornwall and Isles of Scilly | −0.02765 | −0.02023 |
UK | UKK4 | Devon | −0.02695 | −0.02413 |
UK | UKL1 | West Wales and The Valleys | −0.02684 | −0.01633 |
UK | UKL2 | East Wales | −0.02506 | −0.01442 |
UK | UKM2 | Eastern Scotland | −0.02833 | −0.02089 |
UK | UKM3 | South Western Scotland | −0.02732 | −0.02014 |
UK | UKM5 | North Eastern Scotland | −0.02695 | −0.01394 |
UK | UKM6 | Highlands and Islands | −0.02798 | −0.01661 |
UK | UKN0 | Northern Ireland | −0.02984 | −0.00706 |
Rights and permissions
Copyright information
© 2020 Springer Nature Switzerland AG
About this chapter
Cite this chapter
Montresor, E., Pecci, F., Pontarollo, N. (2020). Structural Funds, Institutional Quality and Regional Economic Convergence in EU: A Spatial Econometric Approach. In: Thill, JC. (eds) Innovations in Urban and Regional Systems. Springer, Cham. https://doi.org/10.1007/978-3-030-43694-0_13
Download citation
DOI: https://doi.org/10.1007/978-3-030-43694-0_13
Published:
Publisher Name: Springer, Cham
Print ISBN: 978-3-030-43692-6
Online ISBN: 978-3-030-43694-0
eBook Packages: Economics and FinanceEconomics and Finance (R0)