On the Convergence of Growth Path Towards Steady-States in OECD Countries in Solow-Swan Type Models

Kliber, Paweł; Malaga, Krzysztof

doi:10.1007/978-3-642-57497-9_6

Cited by 3 publications

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“…The authors used Solow-Swan and Mankiw-Romer-Weil models to calculate the difference between the rate of convergence of the GDP per an employed person to the state of balance and the rate of convergence resulting from the half convergence period. On the basis of the obtained results they concluded that the rate of convergence of growth paths to the constant balance in the better-off provinces was slower than in the poorer ones 17 . It is worth pointing out, however, that both the mode of research and the obtained results suggest that there is a clear division of the Polish provinces into two groups as far as their productivity is concerned, which implies at least two convergence clubs and the regional income polarisation.…”

Section: Processes Of Real Divergence In Regional Developmentmentioning

confidence: 92%

Income Inequality and Innovations in the Processes of Economic Growth and Real Convergence

Batóg¹

2008

Folia Oeconomica Stetinensia

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The paper deals with the relation between income inequality, innovation processes, economic development and income convergence within the European Union. The presented results suggest a non-linear relation between the economic development and the income inequality. There is also visible the significant influence of innovation activity and technology diffusion on the economic growth. We could observe strong and stable innovation-related polarisation into two different groups of countries in the European Union, as well as a phenomena that countries considered as technological followers imitate the innovation leaders very quickly. The real convergence occurs on the international scale, but not at the regional level. It seems that the latest tendency will remain in the future.

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Section: Processes Of Real Divergence In Regional Developmentmentioning

confidence: 92%

Income Inequality and Innovations in the Processes of Economic Growth and Real Convergence

Batóg¹

2008

Folia Oeconomica Stetinensia

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“…The goal of this paper is to analyze regional inequalities in Poland. In the paper we strongly rely on the results of our work contained in Kliber P., Maćkowiak P., Malaga K. (2004), Kliber P., Malaga K. (2003aMalaga K. ( ), (2003bMalaga K. ( ), (2002 and Malaga K. (2004).…”

Section: Introductionmentioning

confidence: 99%

Application of neoclassical growth models to analysis of regional inequalities in Poland

Kliber,

Maćkowiak,

Malaga

2004

EBR

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In this paper we apply the neoclassical growth models of Solow-Swan (1956) and Mankiw-Romer-Weil (1992) to the analysis of regional inequalities. The regional inequalities in Poland are described by the values of parameters in both of the growth models, the speed of convergence of the growth paths of GDP per worker (p.w.) towards their steady-states and the distributions of GDP p.w. among the sixteen Polish regions (voivod-ships) in 1999 - compared with their counterparts in the steady-states. We also try to evaluate the usefulness of the neoclassical growth models for the analysis of regional inequalities in Poland. (original abstract)

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Multi-Criteria Classifications in Regional Development Modelling

Bal-Domańska

2020

Studies in Classification, Data Analysis, and Knowledge Organization

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On the Convergence of Growth Path Towards Steady-States in OECD Countries in Solow-Swan Type Models

Cited by 3 publications

References 0 publications

Income Inequality and Innovations in the Processes of Economic Growth and Real Convergence

Income Inequality and Innovations in the Processes of Economic Growth and Real Convergence

Application of neoclassical growth models to analysis of regional inequalities in Poland

Multi-Criteria Classifications in Regional Development Modelling

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