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FGLS |
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16) Column 1 includes coefficient estimates along with standard errors and other relevant statistics estimates from the FGLS method, which we will call the one-stage/single-stage method in order to distinguish it from its alternative. Thus, in our case the random effects FGLS method is the appropriate choice. 33 in Models 3 and 4, and the coefficient is statistically significant in the FGLS specification. |
FGLS |
FGIP FGIPC FGIS FGISH FGISTC FGIT FGIUW FGJ FGJP FGK FGKC FGKS FGKT Fgl Fgl FGL+LV FGLD FGLG FGLI FGLK FGLMR FGLOD FGLOP FGLP FGLR FGLS FGLSAMPFGLTC FGM FGM FGMA FGMC FGMCC FGMDSS FGMG FGMI FGMM FGMMA FGMO FGMOL FGMOS FGMP FGMR FGMRI FGMS FGMSL FGMSP FGN FGNA FGNB FGND | |||||
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