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The Gravity Equation in International Trade
by
Chaney, Thomas
in
Economics and Finance
/ Elasticity
/ Exports
/ Gravity
/ Humanities and Social Sciences
/ International trade
/ Pareto optimum
/ Political economy
/ Power
/ Studies
/ Zipf's Law
2018
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Do you wish to request the book?
The Gravity Equation in International Trade
by
Chaney, Thomas
in
Economics and Finance
/ Elasticity
/ Exports
/ Gravity
/ Humanities and Social Sciences
/ International trade
/ Pareto optimum
/ Political economy
/ Power
/ Studies
/ Zipf's Law
2018
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Journal Article
The Gravity Equation in International Trade
2018
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Overview
The gravity equation in international trade states that bilateral exports are proportional to economic size and inversely proportional to geographic distance. While the role of size is well understood, that of distance remains mysterious. I offer an explanation for the role of distance: If (i) the distribution of firm sizes is Pareto, (ii) the average squared distance of a firm’s exports is an increasing power function of its size, and (iii) a parameter restriction holds, then the distance elasticity of trade is constant for long distances. When the firm size distribution follows Zipf’s law, trade is inversely proportional to distance.
Publisher
University of Chicago Press,University of Chicago, acting through its Press
Subject
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