, Mario Larch, and Yoto V. Yotov, âGravity Estimations with Interval Data: Revisiting the Impact of Free Trade Agreements,â Economica, January 2022, 89 (353), 44â61.
- < â. Assumption 2-3 of Hansen and Lee (2021) holds since E " sup θÌâÎ â3 mk Î¸Ì âhÌâλÌâθÌâ² #
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- â J θÌ, Ï p â â 0, where the uniform convergence properties follow Theorem 2.6 of Newey and McFadden (1994). The estimator Î¸Ì = hÌ, Î»Ì approximates the minimizer of JN,0 θÌ, Ï
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- Agnosteva, Delina E., James E. Anderson, and Yoto V. Yotov, âIntra-national Trade Costs: Assaying Regional Frictions,â European Economic Review, 2019, 112 (C), 32â50.
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Anderson, James E and Eric Van Wincoop, âGravity with Gravitas: A Solution to the Border Puzzle,â American Economic Review, 2003, 93 (1), 170â192.
Anderson, James E., Mario Larch, and Yoto V. Yotov, âGEPPML: General Equilibrium Analysis with PPML,â The World Economy, 2018, 41 (10), 2750â2782.
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- Assumption 2.1 directly implies Assumption 2 of Hansen and Lee (2021). First, xijt are independent across different county pairs (i, j). Second, The compact support of (xijt, γit, ηjt) implies that ijt is uniformly bounded by a finite number. m Î¸Ì and âm(θÌ) âÎ¸Ì are all uniformly bounded on compact support, hence uniformly integrable. Since â2mk (θÌ) âθÌâθÌâ² is also uniformly bounded on Î for all k, E supθÌâÎ â2 âθÌâθÌâ² m Î¸Ì 2
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Baier, Scott L. and Jeffrey H. Bergstrand, âDo Free Trade Agreements Actually Increase Members â International Trade?,â Journal of International Economics, 2007, 71 (1), 72â95.
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- Correia, Sergio, Paulo Guimarães, and Tom Zylkin, âFast Poisson Estimation with Highdimensional Fixed Effects,â Stata Journal, 2020, 20 (1), 95â115.
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Fally, Thibault, âStructural Gravity and Fixed Effects,â Journal of International Economics, 2015, 97 (1), 76â85.
Fernández-Val, Iván and Martin Weidner, âIndividual and time effects in nonlinear panel models with large N, T,â Journal of Econometrics, 2016, 192 (1), 291â312.
- for a given Ï, so Î¸Ì is a consistent estimator by Theorem 3 of Hansen and Lee (2021). A.1.1 The case with mild misspecification Consider the case that the conditional variance form is misspecified, i.e., infÏâÎ E h xijt ϵ2 ijt â hÏ Î»Ï ijt i =
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- Gurevich, Tamara and Peter Herman, âThe Dynamic Gravity Dataset: 1948-2016,â 2018.
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Hansen, Bruce E and Seojeong Lee, âInference for iterated GMM under misspecification,â Econometrica, 2021, 89 (3), 1419â1447.
- Head, Keith and Thierry Mayer, âGravity equations: Workhorse, toolkit, and cookbook,â in âHandbook of international economics,â Vol. 4, Elsevier, 2014, pp. 131â195.
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Jochmans, Koen, âTwo-Way Models for Gravity,â The Review of Economics and Statistics, 07 2017, 99 (3), 478â485.
Manning, Willard G and John Mullahy, âEstimating log models: to transform or not to transform ?,â Journal of health economics, 2001, 20 (4), 461â494.
Mnasri, Ayman and Salem Nechi, âNew nonlinear estimators of the gravity equation,â Economic Modelling, 2021, 95, 192â202.
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- Santos Silva, J.M.C. and Silvana Tenreyro, âThe Log of Gravity,â Review of Economics and Statistics, 2006, 88 (4), 641â658.
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Weidner, Martin and Thomas Zylkin, âBias and consistency in three-way gravity models,â Journal of International Economics, 2021, 132, 103513.