Terms of Trade and Global Efficiency Effects of Free Trade Agreements

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Focus of the Paper: Estimation of the effects of trade agreements

Focus of the Paper: Estimation of the effects of trade agreements

of the 1990s on manufacturing real incomes through the improvement of the terms of trade (TOT) using the gravity model for international trade.
FTAs are trade agreements that aim to reduce or completely eliminate trade tariffs as well as other trade barriers such as quotas between agreement members.
The paper estimates the volume effects of FTAs on bilateral trade flows.
The main result is that, on average, FTAs improve the TOT by around 5% among partner nations. Losses were mostly confined to non-partner countries.

Short Description of the Agenda and Results

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The FTAs that the paper looks at were implemented in the

The FTAs that the paper looks at were implemented in the

1990s and promoted free trade between partner countries. The paper examines the effects of the FTAs on 40 partner countries and the so-called the Rest of the World (ROW) which consists of 24 non-partner nations.
The effects were examined across different manufacturing sectors namely Food, Textile, Paper, Wood, Metals, Minerals, Chemicals, and Machinery.

Data Description

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Additional Important Finding of the Estimation One of the most important

Additional Important Finding of the Estimation

One of the most important objectives

of the paper was to differentiate between the effects of the FTAs on the Most Favored Nations with high tariffs and on those with low tariffs. The estimation showed that FTA effects are much stronger for country pairs with high MFN tariffs.
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Theoretical Model Structural Gravity Model

Theoretical Model

Structural Gravity Model

 

 

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Why Use Poisson? Effectively handles excess zero trade flows Accounts for

Why Use Poisson?
Effectively handles excess zero trade flows
Accounts for heterogeneity

in trade flows
Takes care of FTAs endogeneity issue
Accounts for unobservable multilateral resistances
Incidental Parameters problem does not apply
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2 Stage PPML Estimation Why Use Poisson? Effectively handles excess zero

2 Stage PPML Estimation

 

 

Why Use Poisson?
Effectively handles excess zero trade

flows
Accounts for heterogeneity of in trade flows
Takes care of FTAs endogeneity issue
Accounts for unobservable multilateral resistances
Incidental Parameters problem does not apply
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