The economic convergence performance of Central and Eastern European countries

被引:10
|
作者
Amplatz, C
机构
[1] Ulmenstraße 3,
来源
ECONOMICS OF PLANNING | 2003年 / 36卷 / 04期
关键词
beta and sigma convergence; Central and Eastern Europe; club convergence; comparative growth analysis; Eastern Enlargement of the EU; economic convergence;
D O I
10.1023/B:ECOP.0000038266.65181.6a
中图分类号
F [经济];
学科分类号
02 ;
摘要
A critical discussion of a comparative growth analysis about Central and Eastern European (CEE) countries is performed. The main conclusion is that there was economic convergence for most CEE accession candidates, but not between them and Western Europe. Results do justify a separation into first and second-wave accession countries, but also undermine differences in Central and Eastern Europe between accession and non-accession countries. This paper critically examines theories and empirical studies for three types of convergence, namely beta;sigma and club convergence. Each can be in absolute terms or conditional to the long-term equilibrium (steady state) for each country. Empirical results are provided for all types of convergence from 1996 to 2000, both with population-weighted and non-weighted data. The analysis is performed for differently framed country subgroups considering even Western Europe for better comparability. Once absolute sigma convergence is found through a unit root test about a standard deviation time series of cross-sectional income per capita, the regression coefficient for initial income per capita with the average growth over the sample period as dependent variable (beta convergence) establishes the speed of this process. The same method applies to the conditional version by using the distance of the income from the corresponding steady state instead of the level of GDP. Then Markov chain probability matrixes (club convergence) provide information about the past behaviour of the whole cross-sectional income distribution over time, but also about intra-mobility of single countries.
引用
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页码:273 / 295
页数:23
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