2009•Applied Economics LettersOpen access

Time-series tests of income convergence with two structural breaks: evidence from 29 countries

John W. Dawson, Mark C. Strazicich

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Abstract

This article uses data on real per capita incomes from 1900 to 2001 to test for stochastic convergence in a diverse group of 29 countries. We utilize LM unit root tests to endogenously determine the number and location of structural breaks for each country. These tests avoid spurious rejections that can occur in Dickey–Fuller-type endogenous break tests used in many previous studies. We find significant evidence that incomes are stochastically converging in 23 of the countries, with World War II most often identified as the time period of structural breaks.

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This article uses data on real per capita incomes from 1900 to 2001 to test for stochastic convergence in a diverse group of 29 countries. We utilize LM unit root tests to endogenously determine the number and location of structural breaks for each country. These tests avoid spurious rejections that can occur in Dickey–Fuller-type endogenous break tests used in many previous studies. We find significant evidence that incomes are stochastically converging in 23 of the countries, with World War II most often identified as the time period of structural breaks.

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Available abstract

This article uses data on real per capita incomes from 1900 to 2001 to test for stochastic convergence in a diverse group of 29 countries. We utilize LM unit root tests to endogenously determine the number and location of structural breaks for each country. These tests avoid spurious rejections that can occur in Dickey–Fuller-type endogenous break tests used in many previous studies. We find significant evidence that incomes are stochastically converging in 23 of the countries, with World War II most often identified as the time period of structural breaks.

Key concepts: Unit root, Spurious relationship, Econometrics, Convergence (economics), Economics, Structural break, Unit root test, Series (stratigraphy)

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