SUR or Fixed Effects Reg. unbalanced panel
Posted: Sat Apr 11, 2015 6:09 am
Hi everyone,
I would like to run a SUR regression model or Fixed effects regression model on my unbalanced panel data.
SUR:
log(gini_net)=c(1)+c(2)*log(gdp_p_c_usd_ppp)^2+c(3)*log(gdp_p_c_usd_ppp)+c(4)*trade_openness+c(6)*inflation+c(7)*unemployment+c(8)*fc_total
log(gini_market)=c(9)+c(10)*log(gdp_p_c_usd_ppp)^2+c(11)*log(gdp_p_c_usd_ppp)+c(12)*trade_openness+c(14)*inflation+c(15)*unemployment
FE:
LS(?,CX=F,PER=F) LOG(GINI_NET) C LOG(GDP_P_C_USD_PPP) (LOG(GDP_P_C_USD_PPP))^2 TRADE_OPENNESS UNEMPLOYMENT INFLATION FC_TOTAL
For the fixed effects regression I employed time fixed and country fixed effects. I would like to use Driscoll-Kraay standard errors to account for cross sectional and temporal dependence. How do I best account for heteroskedastic and autocorrelation (poss. two lags) in the FE model?
Second, the SUR and FE model should give (ideally) similar results however I suspect it in its current version, does not account for time or country fixed effects nor forms of heteroskedastic and autocorrelation.
Thank you for any tips.
I would like to run a SUR regression model or Fixed effects regression model on my unbalanced panel data.
SUR:
log(gini_net)=c(1)+c(2)*log(gdp_p_c_usd_ppp)^2+c(3)*log(gdp_p_c_usd_ppp)+c(4)*trade_openness+c(6)*inflation+c(7)*unemployment+c(8)*fc_total
log(gini_market)=c(9)+c(10)*log(gdp_p_c_usd_ppp)^2+c(11)*log(gdp_p_c_usd_ppp)+c(12)*trade_openness+c(14)*inflation+c(15)*unemployment
FE:
LS(?,CX=F,PER=F) LOG(GINI_NET) C LOG(GDP_P_C_USD_PPP) (LOG(GDP_P_C_USD_PPP))^2 TRADE_OPENNESS UNEMPLOYMENT INFLATION FC_TOTAL
For the fixed effects regression I employed time fixed and country fixed effects. I would like to use Driscoll-Kraay standard errors to account for cross sectional and temporal dependence. How do I best account for heteroskedastic and autocorrelation (poss. two lags) in the FE model?
Second, the SUR and FE model should give (ideally) similar results however I suspect it in its current version, does not account for time or country fixed effects nor forms of heteroskedastic and autocorrelation.
Thank you for any tips.