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A Subregional Analysis of Universities’ Contribution to Economic and Innovation Performance

  • Human Capital, Innovation, Knowledge
  • Published:
Transition Studies Review

Abstract

In recent years several regions have created development strategies to strengthen the regional economic and innovation contribution of universities. Still, it is not at all obvious whether universities’ significant regional contribution is a rule or rather an exception, especially in transition and less developed areas. Present paper addresses three crucial fields that seem to be problematic in the literature. First, we analyze universities’ regional contribution in a transition economy, namely in Hungary. Second we attempt to capture territorial innovation performance by applying an innovation system based approach. Third, we carry out a nationwide analysis on a subregional level. We conclude that regional contributions of Hungarian higher education institutions are modest, way too forceless to catalyze the local economy.

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Notes

  1. The ways of strengthening the income effects are, on the one hand, the increase of the number of students and the staff, on the other hand, the rise of the proportion of local spending. These face objective hindrances (e.g. public procurement rules do not allow the university to prioritize local buying). Therefore the strengthening of the income effects is not an objective of local economic development.

  2. Although the Bay–Dole Act was adopted in 1980, its effects became measurable only a few years later.

  3. Defined by the Government Regulation 244/2003.

  4. The computing method of the two indexes is outlined later in the chapter.

  5. GDP is not available for LAU-1 subregions, thus GVA is used as a substitute.

  6. Goldstein and Renault (2004) used the wages as dependent variable, but in this case we also had to face the unavailability of the data in subregional level.

  7. The index considers the time distance from the nearest county-centre (40%), from the nearest subregion-centre (40%), and the state of supply (20%), which latter indicates the extent to which the residents are dependent on the services of the centres. Accessibility is calculated for all the municipalities and then, weighted by the population of the municipalities, the subregional index is calculated.

  8. The detailed results of this subregional innovation measurement exercise is available in Bajmócy and Szakálné (2009).

  9. The Summary Innovation Index of the European Innovation Scoreboard (EIS 2008), the Service Sector Innovation Index of the European Trend Chart on Innovation (Kanerva et al. 2006), the EXIS Summary Index (Arundel and Hollanders 2005), the National Innovative Capacity Index of Porter and Stern (2003), the Europe Creativity Index of Florida and Tingali (2004), the RRSI Index of the European Regional Innovation Scoreboard (Hollanders 2006), the analysis of Csizmadia and Rechnitzer (2005) regarding the innovation potential of Hungarian cities.

  10. During the calculation of the minimum and maximum value of an indicator we removed the outliers (if its distance from the national average exceeded the standard deviation for more than four times). The rescaled values of these figures are zero or one depending on the direction of deviation.

  11. Change in per capita GVA compared to the national average in percentage points is −14.68 in case of the study population and 7.15 in case of the control group. If we compare subregions with and without universities (instead of with and without HEIs) the values are −16.37 and 3.12, respectively.

  12. Change in gross tax base per tax payer compared to the national average in percentage point is −0.73 in case of the study population and 0.56 in case of the control group.

  13. We provided detailed description of the method in “The steps of the analysis”.

  14. This does not infer the lack of HEIs contribution in all the subregions, but this potential catalytic role is far from being general.

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Acknowledgments

The research was supported by the Baross Gábor Innovation Analysis programme of the Hungarian National Office for Research and Technology (BAROSS-DA07-DA-ELEM-07-2008-0001). We are grateful for their comments on the earlier versions of this paper to Imre Lengyel, Philippe Laredo, Andreas Niederl and Siri Brorstad Borlaug.

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Correspondence to Zoltán Bajmócy.

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Bajmócy, Z., Lukovics, M. & Vas, Z. A Subregional Analysis of Universities’ Contribution to Economic and Innovation Performance. Transit Stud Rev 17, 134–150 (2010). https://doi.org/10.1007/s11300-010-0128-4

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  • DOI: https://doi.org/10.1007/s11300-010-0128-4

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