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2016 | OriginalPaper | Buchkapitel

13. Finite Change—Implication for Trade Theory, Policy and Development

verfasst von : Sugata Marjit, Biswajit Mandal

Erschienen in: Development in India

Verlag: Springer India

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Abstract

The paper traces the evolution of trade theory beyond the standard 2 × 2 models and looks for implications of higher dimensional structures and adjustment problems with large shocks. Typically trade theory and policy talk about expansion and contraction of existing activities. In this paper we explore various situations where certain activities vanish altogether. Similarly other activities may come to existence following major changes in the economic environment. Such regime shifts are interpreted as finite changes as opposed to infinitesimal alterations. These changes allow us to think differently about standard policy changes, all of which have direct implications for developing countries. Emigration, wage inequality and distribution, non-equivalence of tariff and quota in competitive models, capital mobility and corruption are some of the applications involving such finite change. At a theoretical level the paper starts by an interesting interpretation of factor price “non-equalization” hypothesis in the basic Heckscher-Ohlin-Samuelson type models without depending on standard text book type argument.

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Fußnoten
1
More recent popular analytical structure developed by Krugman (1979) and Melitz (2003) warrant special mention. In Krugman-Dixit-Stiglitz (KDS) type framework exposure to trade increases number of varieties without eliminating any of the domestic varieties. Thus production reallocation is not an issue. In Melitz variety of models trade may actually lead to the exit of relatively unproductive firms and that itself has a positive productivity impact. But it is essentially an intra-industry outcome. The industry itself is not eliminated in equilibrium. We shall return later to the issue of intra-industry finite changes.
 
2
It is worth noting that sometimes in the standard HOS model if two countries specialize in different sets of goods factor prices will not be equalized. We do not need the standard assumptions such as factor intensity reversals etc. Complete specialization is not needed also. The only requirement is specialization in different sets of goods.
 
3
We use following symbols to describe the set of equations. Note that here P j ⇒ price of the jth commodity (j = X, Y); w s ⇒ skilled wage; w ⇒ unskilled wage; r ⇒ rate of return to K; \(a_{ij} \Rightarrow\) input-output coefficient (i ≠ j; i = S, L, K and j = X, Y, Z); \(\bar{S} \Rightarrow\) total supply of skilled labor; \(\bar{K} \Rightarrow\) total supply of capital; and \(\bar{L} \Rightarrow\) total supply of unskilled labor; θ ky ⇒ the value share of ith c input in jth commodity; \({ \wedge } \Rightarrow\) proportional change.
 
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Metadaten
Titel
Finite Change—Implication for Trade Theory, Policy and Development
verfasst von
Sugata Marjit
Biswajit Mandal
Copyright-Jahr
2016
Verlag
Springer India
DOI
https://doi.org/10.1007/978-81-322-2541-6_13

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