The Generalized Neoclassical Growth Model
Number: 231
Year: 2003
Author(s): Alejandro Cunat (LSE, CEP, CEPR) and Marco Maffezzoli (IGIER, Università Bocconi)
We construct and numerically solve a dynamic Heckscher-Ohlin model which, depending
on the distribution of production factors in the world and parameter values, allows for
worldwide factor price equalization or complete specialization. We explore the dynamics
of the model under different parameter values, and relate our theoretical results to the
empirical literature that studies the determinants of countries' income per capita growth
and levels. In general, the model is capable of generating predictions in accordance with
the most important ndings in the empirical growth literature. At the same time, it
avoids some of the most serious problems of the (autarkic) neoclassical growth model.
on the distribution of production factors in the world and parameter values, allows for
worldwide factor price equalization or complete specialization. We explore the dynamics
of the model under different parameter values, and relate our theoretical results to the
empirical literature that studies the determinants of countries' income per capita growth
and levels. In general, the model is capable of generating predictions in accordance with
the most important ndings in the empirical growth literature. At the same time, it
avoids some of the most serious problems of the (autarkic) neoclassical growth model.
Keywords: International Trade, Heckscher-Ohlin, Economic Growth, Convergence,Simulation
JEL codes: F1, F4, O4