The Margins of Global Sourcing: Theory and Evidence from U.S. Firms
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Citations
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References
The Impact of Trade on Intra-Industry Reallocations and Aggregate Industry Productivity
Discrete Choice Methods with Simulation
Why do Some Countries Produce So Much More Output Per Worker than Others
Scale Economies, Product Differentiation, and the Pattern of Trade
Technology, Geography, and Trade
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Frequently Asked Questions (8)
Q2. Why do the authors need to focus on the aggregate volume of trade between countries i and j?
Because the authors have assumed that final goods are nontradable, the authors can focus on characterizing aggregate intermediate input trade flows between any two countries i and j.
Q3. Why does the canonical export model ensure that firms can enter each market separately?
While the canonical export model ensures that a firm’s decision to enter each market can be analyzed separately by assuming constant marginal costs, a firm chooses to import precisely because it seeks to lower its marginal costs.
Q4. What are the key structural parameters used to re-estimate the fixed costs of sourcing?
To do so, the authors re-estimate the fixed costs of sourcing using alternative values of the shape parameter of the core productivity distribution, κ; the elasticity of demand, σ; and the dispersion parameter of intermediate input efficiencies, θ.
Q5. How does the algorithm reduce the dimensionality of the optimal sourcing strategy problem?
To do so, the authors apply an iterative algorithm developed by Jia (2008), which exploits the complementarities in the ‘entry’ decisions of firms, and uses lattice theory to reduce the dimensionality of the firm’s optimal sourcing strategy problem.
Q6. What is the effect of the shock on the qualitative implications of the U.S. final-?
Even with endogenous wages, the qualitative implications of the shock would also be unaffected by the decisions of final-good producers abroad.
Q7. What is the elasticity of trade flows with respect to variable trade costs?
Notice that equation (18) is a well defined gravity equation in which the ‘trade elasticity’ (i.e., the elasticity of trade flows with respect to variable trade costs) can still be recovered from a log-linear specification that includes importer and exporter fixed effects.
Q8. What are the seminal applications of the mathematics of complementarity in the economics literature?
The seminal applications of the mathematics of complementarity in the economics literature are Vives (1990) and Milgrom and Roberts (1990).