
doi: 10.2139/ssrn.3485842
handle: 10419/242451
We propose a structural alternative to the Economic Complexity Index (ECI, Hidalgo and Hausmann 2009; Hausmann et al. 2011) that ranks countries by their complexity. This ranking is tied to comparative advantages. Hence, it reveals information different from GDP per capita on the deep underlying economic capabilities of countries. Our analysis proceeds in three main steps: (i) We fi rst consider a simplifi ed trade model that is centered on the assumption that countries' global exports are log-supermodular (Costinot, 2009a), and show that a variant of the ECI correctly ranks countries (and products) by their complexity. This model provides a general theoretical framework for ranking nodes of a weighted (bipartite) graph according to some underlying unobservable characteristic. (ii) We then embed a structure of log-supermodular productivities into a multi-product Eaton and Kortum (2002)-model, and show how our main insights from the simplifi ed trade model apply to this richer set-up. (iii) We fi nally implement our structural ranking of economic complexity. The derived ranking is robust and remarkably similar to the one based on the original ECI.
330, ddc:330, F14, international trade, laplacianmatrix, log-supermodularity, O49, economic complexity, monotonic eigenvector, ranking, bipartite graph, F10, F11
330, ddc:330, F14, international trade, laplacianmatrix, log-supermodularity, O49, economic complexity, monotonic eigenvector, ranking, bipartite graph, F10, F11
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