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The Canada-U.S. Free Trade Agreement (FTA) provides a unique window on the effects of trade liberalization. It was an unusually clean trade policy exercise in that it was not bundled into a larger package of macroeconomic or market reforms. This paper uses the 1989-96 Canadian FTA experience to examine the short-run adjustment costs and long-run efficiency gains that flow from trade liberalization. For industries subject to large tariff cuts (these are typically low-end' manufacturing industries), the short-run costs included a 15% decline in employment and about a 10% decline in both output and the number of plants. Balanced against these large short-run adjustment costs were long-run labour productivity gains of 17% or a spectacular 1.0% per year. Although good capital stock and plant-level data are lacking, an attempt is made to identify the sources of FTA-induced labour productivity growth. Surprisingly, this growth is not due to rising output per plant, increased investment, or market share shifts to high-productivity plants. Instead, half of the 17% labour productivity growth appears due to favourable plant turnover (entry and exit) and rising technical efficiency.
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This paper makes three observations about international trade and immigration. (i)" Borjas has argued that immigration may yield a net social benefit even though it hurts those less-skilled workers who directly compete with immigrants. I show that this closed-economy" argument unravels when imbedded in the Ricardian or Heckscher-Ohlin models of international" trade. (ii) Following Wood and Feenstra-Hanson, I argue that within an industry those goods" produced abroad use more unskilled labor than those goods produced in the United States. How" much more depends on whether the good is produced in a developed or developing country. " After transparently incorporating this into a new factor content study I find that changes in U.S." trade patterns almost certainly battered wages of those at the very bottom of the skill ladder. (iii)" Despite globalization pressures, I find little evidence of earnings convergence for a sample of 75" countries over the 1963-92 period. This holds true even after controlling for education and workers' industry of affiliation.
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This paper re-explores the relation between a country's level of wealth and the mix of products it exports. We argue that both are simultaneously determined by countries' capabilities i.e. by countries' productivity and quality levels for each good. Our theoretical setup has two features. (1) Some goods have fewer high-quality producers/countries than others i.e. there is Ricardian comparative advantage. (2) Imperfect competition allows high- and low-quality producers to coexist, which we refer to as 'product ranges'. These two features generate a very particular non-monotonic, general equilibrium relationship between a country's export mix and its wage (GDP per capita). We show that this non-monotonicity permeates the 1980-2005 international data on trade and GDP per capita. Our setup also explains two other facets of the data: (1) Product ranges are huge and (2) for the poorest third of countries, changes in export mix substantially over-predict growth in GDP per capita. This suggests that the main challenge for low-income countries is to raise quality and productivity in their existing product lines.
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The last decade witnessed an explosion of research into the impact of international technology differences on the factor content of trade. Yet the literature has failed to confront two pivotal issues. First, with international technology differences and traded intermediate inputs there does not exist a Vanek-consistent definition of the factor content of trade. Restated, we do not know what we are trying to explain! We fill this gap by providing the correct definition. Second, as Helpman and Krugman (1985) showed, many models beyond Heckscher-Ohlin imply the Vanek prediction. So what model is being tested? We completely characterize the class of models being tested by providing a familiar `consumption similarity' condition that is necessary and sufficient for the Vanek prediction. We illustrate with a unique dataset containing input-output tables for 41 rich and poor countries. We find modest support for the strong version of the Vanek prediction and impressive support for weaker versions of the prediction.
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