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European countries’ competitiveness and productive performance evolution: unraveling the complexity in a heterogeneity context

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Abstract

This paper is developed around two major arguments. First, the European Country Specific Industrial Structures (CSIS) technology gap defined in a metafrontier framework, captures the productive performance of the examined European CSIS conditional on the country-specificities, and therefore mirrors the micro-component of country competitiveness. Second, the evolution patterns of technology gaps, incorporating a time varying and group specific path dependence process as well as the features of the corresponding growth curve, reflect the contribution of the micro-component on the foundational country competitiveness. We use a balanced panel dataset that includes thirteen industries from seventeen European countries industries covering an 8 year period and employ a two stage approach. First, we employ a metafrontier framework for the estimation of productive performance and, at a second stage, we adopt and further develop a Growth Mixture Autoregressive Latent Trajectory model. This empirical strategy allows for the identification of heterogeneous groups with respect to the evolution patterns and for the consideration of group specific and time varying path dependence of European CSIS technology gaps evolution patterns. Empirical findings confirm the existence of two distinct groups that, over time, become more divergent but also more concentrated around their center. Finally, empirical evidence suggests that the micro component of foundational competitiveness, captured by CSIS technology gaps evolution patterns, exerts a differential impact on EU country overall foundational competitiveness.

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Notes

  1. The authors link competitiveness components with a country’s endogenous ability to create its own technology and also its ability to exploit externally available knowledge, as well as exogenous factors such changes in world demand and relative prices in common currency. In our case we control for these five components through the employed methodology for the estimation of EU countries industrial structures technology gaps

  2. Namely, (i) inactivity is allowed, (ii)“free lunch” is not allowed, (iii) technology is convex and (iv) there is strong disposability of inputs and outputs

  3. Hayami (1969) and Hayami and Rutan (1970) were the first to propose the concept of a meta-production distance function “… as the envelope of commonly conceived neoclassical production functions”. Meta-production focuses on the heterogeneity of production technology associated with different decision-making units (DMU) and reflects region, type, scale and other inherent attributes. Then, the DMUs are a priori divided into groups according to the different sources of technological heterogeneity. Each group can form a production frontier, i.e. group frontier.

  4. Such kind of technology differentials may include the structure of national markets, national regulations and policies, cultural profiles and legal and institutional frameworks (Halkos and Tzeremes 2011), different ownership types (Kontolaimou and Tsekouras 2010; Casu et al. 2013) and different rate of access and adoption of General Purpose Technologies (Kounetas et al. 2009).

  5. However, the development of the “best method” for the analysis of change has been a continuing concern in many research disciplines other than economics. For instance, in the context of behavior and developmental research, Baltes and Nesselroade (1979) outlined five key objectives for longitudinal research: (i)direct identification of intra-individual change, (ii) direct identification of inter-individual differences in intra-individual change, (iii) analysis of interrelationships in change, (iv) analysis of causes (determinants) of intra-individual differences and (v) analysis of causes (determinants) of inter-individual differences in intra-individual change.

  6. This particular family of methods is very popular in other disciplines such as sociology and behavioral sciences but remains practically unknown within the realm of economics.

  7. Hamaker (2005) shows that an ALT model that has an equal autoregressive coefficient and is not written with the first wave outcome as predetermined to be mathematically equivalent to an alternative growth curve model with autoregressive disturbances. However, in the autoregressive disturbance model, there is no direct influence of the lagged value but instead the interest shifts in the correlation of the disturbances. This equivalency does not hold if the autoregressive parameter differs across time or if the first time of the outcome is treated as a predetermined variable, as recommended in Bollen and Curran (2004).

  8. Indeed, Ou et al. (2016) have criticized ALT model for treating the initial outcome variable as predetermined and present alternative model specifications where the initial outcome variable is treated as endogenous.

  9. In defining the industrial sectors we follow the International Standard Industrial Classification (ISIC). More specifically, nine of them belong to the manufacturing (food and beverages, textiles, wood, pulp, chemicals, other non-metallic minerals, basic metals, transport equipment) and four to the transportation sectors (land transport, water transport, air transport and supporting and auxiliary transport activities).

  10. In particular, Belgium, Czech Republic, Denmark, Germany, Ireland, Greece, Spain, France, Italy, Netherlands, Austria, Poland, Slovenia, Slovakia, Finland, Sweden, United Kingdom

  11. A presentation of the capital stock estimation may be found in Tsekouras et al. (2016).

  12. Czech Republic, Denmark, Poland, Slovak Republic, Slovenia, Sweden and the United Kingdom

  13. The dummy variable capturing the Construction sector has been used as the reference group

  14. The World Input Output Database (WIOD) disaggregates the labor input in high-, medium- and low- skilled components. Although such information is quite interesting, the estimation of the country technologies and the European metatechnology on the basis of a single-output, six-inputs frontiers would raise the problem of the upward biased technical efficiency, which has been investigated in the context of the non-parametric performance estimation (Grosskopf and Valdmanis 1987; Kneip et al. 1998)

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Acknowledgments

We owe special thanks to the Editors and two anonymous referees for their insightful comments and suggestions. The paper has benefited from Dr. Nikos Chatzistamoulou who has provided excellent research assistance in a previous stage. We would like also to thank the participants of the Workshop “Explaining Economic Change”, 12 November 2014, Sapienza Università di Roma and of the Conference “Governace of a Complex World”, 1-3 July 2015, Universite Nice Sophia Antipolis for their useful comments. The usual caveat applies: all remaining errors are the authors’ only.

Funding

This research has been co-financed by the European Union (European Social Fund – ESF) and Greek National Funds through the Operational Program “Education and Lifelong Learning” of the National Strategic Reference Framework (NSRF) - Research Funding Program: Thales. Investing in knowledge society through the European Social Fund under Grant MIS 380232.

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Correspondence to Kostas Tsekouras.

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Gkypali, A., Kounetas, K. & Tsekouras, K. European countries’ competitiveness and productive performance evolution: unraveling the complexity in a heterogeneity context. J Evol Econ 29, 665–695 (2019). https://doi.org/10.1007/s00191-018-0589-x

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