Pattern of Trade and Economic Development in the Model of Monopolistic Competition

Jeffrey Sachs
Center for International Development, Harvard University

Xiaokai Yang
Department of Economics, Monash University and
Harvard Center for International Development

and

Dingsheng Zhang
Research Center of Economics, Wuhan University and
Guanghua School of Management, Peking University


First submission: December 1999
Second submission: November 2000

JEL code: D30, F10, O10.
Key words: Income distribution, division of labor, dual structure, economic development, trade pattern, monopolistic competition, economies of scale, inframarginal analysis

DE# 9184
Pattern of Trade and Economic Development
in the Model of Monopolistic Competition

REVIEW OF DEVELOPMENT ECONOMICS

Contact author: Xiaokai Yang,
Email: xiaokai.yang@buseco.monash.edu.au,
Postal: Department of Economics, Monash University, Clayton, Vic. 3800, Australia.
Phone: 61399052448,
Fax: 61399055499.
Coauthors: Jeffrey Sachs: Jeffrey_sachs@ksg.harvard.edu
Dingsheng Zhang: dszhang@public.wh.hb.cn

JEL code: D30, F10, O10.

Key words: Income distribution, division of labor, dual structure, economic development, trade pattern, monopolistic competition, economies of scale, inframarginal analysis


Abstract

The paper introduces differences in production and transaction conditions between countries into the model of monopolistic competition. It applies inframarginal analysis to show that as transaction conditions are improved, the general equilibrium may discontinuously jump across different patterns of trade and economic development. It shows that a country may export a good in which it has exogenous comparative disadvantage if its endogenous comparative advantage dominates this disadvantage. Countries will choose a trade and development pattern to utilize their net exogenous and endogenous comparative advantages in production as well as in transactions.

1. Introduction

The purpose of this paper is twofold. First we introduce differences in transaction and production conditions between countries into a model of monopolistic competition to investigate trade pattern in this model. Second, we use the model with both final and intermediate goods to investigate the interplay between trade patterns and development strategies. Let us motivate the two tasks one by one.
In the past two decades, many general equilibrium models with economies of scale and monopolistic competition are developed to explain some trade phenomena that conventional trade models with constant returns to scale technology cannot explain. In particular, Yang (1994), Krugman and Venables (1995), and Fujita and Krugman (1995) introduce the trade-off between global economies of scale and transaction costs into this kind of models to explain productivity progress and an increase in trade dependence by improvements in transportation conditions.

In most of the models, symmetry is assumed (production and transaction conditions are the same for all agents) and therefore which country exports which goods is indeterminate. The current paper shall introduce asymmetric transaction and production conditions into the model of endogenous number of goods and economies of scale to investigate trade pattern.

This research follows a tradition in trade theory represented by Bhagwati and Dehejia (1994), who suggested that the models with the CES production function and economies of scale may predict trade patterns that cannot be explained by the Heckscher-Ohlin (HO) theorem, the Stolper-Samuelson (SS) theorem, and factor equalization (FPE) theorem. These core trade theorems are at odds with empirical observations (Trefler, 1995, Grossman and Levinsohn, 1989). The current paper shall substantiate Bhagwati and Dehejia's suggestion (1994, p. 44). In the face of a sufficiently large shift in relative factor prices, goods could switch over from being intensive in one factor to being intensive in the other (factor reversal). Scale economies could generate endogenous (ex post) differences in technology and, in particular, could invalidate the SS theorem, causing both factors real wages to rise as scale efficiencies from trade swamp adverse effects on the scarce factor.

In addition the current paper shall synthesize two research lines of trade pattern. In the Ricardo model of exogenous comparative advantage (see Cheng, Sachs, and Yang, 2000), trade pattern is explained by exogenous comparative advantage in technologies. Here, exogenous comparative advantages come from ex ante differences between agents before they have made decisions. In the literature of endogenous specialization (see Yang and Ng, 1998 for a recent survey of this literature and references there), trade pattern is explained by endogenous comparative advantage, which is generated by increasing returns and may exist between ex ante identical agents. As Yang (1991) shows, individuals trade those goods which have greater economies of specialization, better transaction condition, and/or are more desirable if not all goods are traded. But who sells which good is indeterminate in the models of endogenous specialization because of the assumption that all individuals are ex ante identical. The current paper shall investigate the implications of coexistence of endogenous and exogenous comparative advantage and transaction costs for economic development and trade. As the difference in transaction and production conditions between countries (which generates exogenous comparative advantage) is introduced into the model with economies of scale (which generate endogenous comparative advantage), marginal analysis is not enough for managing the model. We will develop inframarginal analysis (total cost-benefit analysis across different patterns of trade and development in addition to marginal analysis of each pattern) of the model of monopolistic competition. The inframarginal analysis will generate much richer stories on patterns of trade and economic development than in other models of monopolistic competition and in the HO model.

We shall show that as relevant concepts change in response to changes in analytical framework, relevant empirical evidences may be changed too. As Albert Einstein stated (quoted in Heisenberg, 1971, p. 31), "It is quite wrong to try founding a theory on observable magnitudes alone. ¡­ It is the theory which decides what we can observe." For instance, many economists take the notion of capital as granted. But its meaning in the model of endogenous number of intermediate (capital) goods is totally different from that in a neoclassical HO model. As the number of capital goods that are employed to produce a final good increases in response to improvements in transaction conditions, the equilibrium input level of capital and capital intensity increase even if production conditions, tastes, and endowment of primary resources are not changed. Hence, in a model of monopolistic competition, outsourcing trade, disintegration, and variety of goods might be better concepts than the notion of capital for capturing the essence of comparative statics of equilibrium. Hence, data sets that are designed according to the new concepts might be more appropriate for testing the new theory.

Many new models of monopolistic competition with transaction costs are used to analyze trade and development phenomena. For instance Krugman and Venables (1995) analyze industrialization and income distribution, Fujita and Krugman (1995) analyze urbanization by introducing difference of transaction conditions between industrial and agricultural sectors into the model of monopolistic competition. Puga and Venables (1998) analyze import substitution and geographical concentration of industrial production. As the essence of comparative statics of equilibrium in this kind of models is increasingly more appreciated, we can see that many conventional notions, such as import substitution, become out-of-date. Rethinking of the relationship between trade pattern and economic development pattern is needed.

Hence, the second purpose of the current paper is to investigate the interplay between trade pattern and development pattern in a model of monopolistic competition. Feenstra (1998) reviews empirical evidences for the relationship between increases in trade of intermediate inputs and economic development. He points out that the distinction between effects of trade and effects of technological changes on income distribution becomes suspect if we consider equilibrium comparative statics in a model of endogenous number of intermediate goods. As transaction conditions are improved (due to new communication and transacting technology) the number of intermediate goods increases, final goods become more "capital intensive," and outsourcing trade increases. Our general equilibrium comparative statics in the framework of monopolistic competition will assist clarifying the discussion in which vague logic and inaccurate terms are sometimes used.

As we introduce exogenous comparative advantage in production and exogenous comparative advantage in transactions into the model with monopolistic competition and endogenous comparative advantage, we can show that a country may export goods in which it has exogenous comparative disadvantage in production if its endogenous comparative advantages in production and exogenous comparative advantage in transactions dominate its exogenous comparative disadvantage. Also, final manufactured goods may become increasingly more capital intensive, as the number of capital goods increases in response to parameter changes. A country can export capital intensive goods even if it has exogenous comparative disadvantage in producing this good.

Our model will show that a country will trade goods in which it has net comprehensive exogenous and endogenous comparative advantage in production as well as in transactions. It will exploit substitution between trades of different types of goods to avoid trade that involves high transaction costs. Various possible substitutions between endogenous and exogenous comparative advantages and between comparative advantages in production and in transactions generate much more colorful picture of equilibrium trade and development patterns than in neoclassical trade models.

Section 2 specifies the model, identifies possible trade patterns, and solves for local equilibrium in each trade pattern. Section 3 conducts inframarginal analysis across different trade patterns and identifies parameter subspaces within each of which a local equilibrium is the general equilibrium. In section 4, our results are compared with the neoclassical theories of trade and economic development based on the models with constant returns to scale technology. Final section concludes the paper.

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