Hi everyone!
I'm currently running my master's dissertation model where I'm trying to study whether Colombian exports to Venezuela would have been higher if Venezuela's GDP didn't collapse starting 2013. For that purpose I'm running a PPML model with the following syntax: ppmlhdfe export_value gdp_o gdp_d distance contiguity common_language common_colonizer common_legal_origin member_wto_joint agree_fta agree_cu, absorb(countrycode1 countrycode2 year) d. I'm running my model for each SITC section only with exports from Latin America. My results are as follows for section 0.

As you can see, the expected symbols of my variables is consistent with literature, but I'm having problems with the small value for the GDP coefficients. My model subestimates the effect of business cycles, and by observing predicted trade flow between both countries and real trade flows I see that my model fails to account for this effect and my predictions would be better if GDP coefficients are higher. Is there any way I can forcefully to do this? I have read some literature about PPML and random intercepts, but I'm not sure whether I should implement this strategy.
Thanks!
I'm currently running my master's dissertation model where I'm trying to study whether Colombian exports to Venezuela would have been higher if Venezuela's GDP didn't collapse starting 2013. For that purpose I'm running a PPML model with the following syntax: ppmlhdfe export_value gdp_o gdp_d distance contiguity common_language common_colonizer common_legal_origin member_wto_joint agree_fta agree_cu, absorb(countrycode1 countrycode2 year) d. I'm running my model for each SITC section only with exports from Latin America. My results are as follows for section 0.
As you can see, the expected symbols of my variables is consistent with literature, but I'm having problems with the small value for the GDP coefficients. My model subestimates the effect of business cycles, and by observing predicted trade flow between both countries and real trade flows I see that my model fails to account for this effect and my predictions would be better if GDP coefficients are higher. Is there any way I can forcefully to do this? I have read some literature about PPML and random intercepts, but I'm not sure whether I should implement this strategy.
Thanks!
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