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Creator: Cox, David J. Series: Modeling North American economic integration Subject (JEL): D58 - Computable and Other Applied General Equilibrium Models and F15 - Economic Integration -
Creator: Rivera-Batiz, Luis and Romer, Paul Michael, 1955- Series: Modeling North American economic integration Abstract: In a world with two similar, developed economies, economic integration can cause a permanent increase in the worldwide rate of growth. Starting from a position of isolations, closer integration can be achieved by increasing trade in goods or by increasing flows of ideas. We consider two models with different specifications of the research and development sector that is the source of growth. Either form of integration can increase the long-run rate of growth if it encourages the worldwide exploitation of increasing returns to scale in the research and development sector.
Subject (JEL): F15 - Economic Integration, O41 - One, Two, and Multisector Growth Models, and F43 - Economic Growth of Open Economies -
Creator: Sobarzo, Horacio Series: Modeling North American economic integration Subject (JEL): D58 - Computable and Other Applied General Equilibrium Models and F15 - Economic Integration -
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Creator: Reinert, Kenneth A. and Shiells, Clinton R. Series: Modeling North American economic integration Abstract: Elasticities of substitutions between U.S. imports from Mexico, Canada, the rest of the world, and competing domestic production are estimated for 128 mining and manufacturing sectors, based on quarterly data for 1980-88. Results will be useful for subsequent computable general equilibrium (CGE) model simulations of North American trade, including the proposed free trade area between Mexico and the United States.
Subject (JEL): F15 - Economic Integration and D58 - Computable and Other Applied General Equilibrium Models -
Creator: Persson, Torsten and Tabellini, Guido Enrico, 1956- Series: Conference on economics and politics Abstract: Inspired by the current European developments, we study equilibrium fiscal policy under alternative constitutional arrangements in a "federation" of countries. There are two levels of government: local and federal. Local policy redistributes across individuals and affects the probability of aggregate shocks, while federal policy shares international risk. Policies are chosen under majority rule. There is a moral hazard problem: federal risk-sharing can induce the local governments to enact policies that increase local risk. We investigate this incentive problem under alternative fiscal constitutions. In particular, we contrast a vertically ordered system like the EC with a horizontally ordered federal system like the US. These alternative arrangements are not neutral, in the sense that they create different incentives for policymakers and voters, and give rise to different political equilibria. A general conclusion is that, centralization of functions and power can be welfare improving under appropriate institutions. However, this conclusion only applies to the moral hazard problem and a federation where the countries are not too dissimilar.
Keyword: Fiscal federalism, Politics, Principal—agent models, and Risk sharing Subject (JEL): D70 - Analysis of Collective Decision-Making: General, H10 - Structure and Scope of Government: General, and E60 - Macroeconomic Policy, Macroeconomic Aspects of Public Finance, and General Outlook: General -
Creator: İmrohoroǧlu, Selahattin Series: Macroeconomics with heterogenous agents, incomplete markets, liquidity constraints, and transaction costs Abstract: This paper investigates the optimal tax structure in an overlapping generations model in which individuals face idiosyncratic income risk, borrowing constraints and lifetime uncertainty. The calibrated model economy produces some quantitative results that differ significantly from the findings of the previous research. The main finding in this imperfect insurance setup is that moving away from capital income taxation toward higher labor income taxation yields a (steady-state) welfare benefit of 1% of aggregate consumption compared with the 6% figure Lucas (1990) finds in an infinite-horizon, complete markets model. This is because replacing the tax on capital income with a higher tax on labor income redistributes resources away from the young working years during which borrowing constraints are more likely to bind. Furthermore, when the individuals have access to a private annuity market to insure against uncertain lifetimes, it becomes optimal to tax capital. When a consumption tax is made available, it is optimal to switch to consumption taxation. The welfare benefit from implementing this optimal plan is on the order of 1.5-3.2% of GNP.
Subject (JEL): D52 - Incomplete Markets and H21 - Taxation and Subsidies: Efficiency; Optimal Taxation -
Creator: Backus, David; Kehoe, Patrick J.; and Kehoe, Timothy Jerome, 1953- Series: Modeling North American economic integration Abstract: We look for the scale effects on growth predicted by some theories of trade and growth based on dynamic returns to scale at the national or industry level. The increasing returns can arise from learning by doing, investment in human capital, research and development, or development of new products. We find some evidence of a relation between growth rates and the measures of scale implied by the learning by doing theory, especially total manufacturing. With respect to human capital, there is some evidence of a relation between growth rates and per capita measures of inputs into the human capital accumulation process, but little evidence of a relation with the scale of inputs. There is also little evidence that growth rates are related to measures of inputs into R&D. We find, however, that growth rates are related to measures of intra-industry trade, particularly when we control for scale of industry.
Keyword: Intra-industry trade, Specialization indexes, International trade, Learning by doing, External effects, Human capital, Research and development, and Increasing returns to scale Subject (JEL): F43 - Economic Growth of Open Economies and O41 - One, Two, and Multisector Growth Models