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Estimating the Trade and Welfare Effects of Brexit: A Panel Data Structural Gravity Model. (2017). Pfaffermayr, Michael ; Oberhofer, Harald.
In: CESifo Working Paper Series.
RePEc:ces:ceswps:_6828.

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  1. EU integration and structural gravity: A comprehensive quantification of the border effect on trade. (2022). Spornberger, Julia.
    In: Review of International Economics.
    RePEc:bla:reviec:v:30:y:2022:i:4:p:915-938.

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  2. Consequences of FTA Withdrawal: Evidence from Uxit. (2021). Korn, Tobias ; Gnutzmann, Hinnerk.
    In: Hannover Economic Papers (HEP).
    RePEc:han:dpaper:dp-681.

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  3. Brexit: an economy-wide impact assessment on trade, immigration, and foreign direct investment. (2020). Britz, Wolfgang ; Jafari, Yaghoob.
    In: Empirica.
    RePEc:kap:empiri:v:47:y:2020:i:1:d:10.1007_s10663-018-9418-6.

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  4. Die Handelseffekte der österreichischen EU-Mitgliedschaft 25 Jahre nach der Volksabstimmung. (2019). Oberhofer, Harald ; Streicher, Gerhard.
    In: FIW Research Reports series.
    RePEc:wsr:ecbook:2018:i:vii-002.

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  5. Die Handelseffekte der österreichischen EU-Mitgliedschaft 25 Jahre nach der Volksabstimmung. (2019). Streicher, Gerhard ; Oberhofer, Harald.
    In: WIFO Studies.
    RePEc:wfo:wstudy:61796.

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  6. Der Brexit aus EU-Perspektive. (2019). Wolf, Andre.
    In: Wirtschaftsdienst.
    RePEc:spr:wirtsc:v:99:y:2019:i:10:d:10.1007_s10273-019-2523-8.

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  7. Revisiting Time as a Trade Barrier: Evidence from a Panel Structural Gravity Model. (2018). Sellner, Richard ; Pfaffermayr, Michael ; Oberhofer, Harald.
    In: CESifo Working Paper Series.
    RePEc:ces:ceswps:_7426.

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References

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  10. diag(D0 V b mφ,r+1) −1 θ b mijt,,r+1 = eb ij,r+1 3. b mijt,r+1 = b mijt,φ,r+1 b mijt,,r+1 4. Iterate until convergence of b φr and b r. Step 2 of the procedure shows that the country-pair fixed effects (ij) are fully determined by the country-pair means of the bilateral trade flows θ and the other structural parameters and do not need to be estimated explicitly (see Wooldridge 1999). Hence, the inference is conditional on θ.
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  21. Pfaffermayr, M. (2017), Constrained Poisson Pseudo Maximum Likelihood Estimation of Structural Gravity Models, Unpublished Manuscript.

  22. Sampson, T. (2017), Brexit: The Economics of International Disintegration, Journal of Economic Perspectives 31(4), 163–184.

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  26. Vandenbussche, H., W. Connell and W. Simons (2017), Global Value Chains, Trade Shocks And Jobs: An Application to Brexit, CEPR Working Paper DP12303.

  27. Wooldridge, J. (1999), Distribution-free Estimation of some Nonlinear Panel Data Models, Journal of Econometrics 90(1), 77–97.

  28. Yotov, Y.V. (2012). A Simple Solution to the Distance Puzzle in International Trade. Economics Letters 117(3) 794–798.

  29. Yotov, Y.V., R. Piermartini, J.A. Monteiro and M. Larch (2016), An Advanced Guide to Trade Policy Analysis: The Structural Gravity Model. World Trade Organization, Geneva. A Appendix A.1 Constrained Panel PPML estimation For estimation purposes, the structural gravity model can be reformulated in an abbreviated notation with additive disturbances sijt = mijt(ϑC) + εijt, εijt = mijt(ϑC) (ηijt − 1) , where mijt(ϑC) = ez0 ijtα+βit(α,)+γjt(α,)+ij , ϑC = [φC(α, )0 , ij]0 , φC = [α0 , β0 C(α, ), γ0 C(α, )]0 and the tilde notation for restricted parameters is skipped.
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