2011
DOI: 10.1093/pan/mpq026
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On the Fixed-Effects Vector Decomposition

Abstract: This paper analyses the properties of the fixed-effects vector decomposition estimator, an emerging and popular technique for estimating time-invariant variables in panel data models with unit effects. This estimator was initially motivated on heuristic grounds, and advocated on the strength of favorable Monte Carlo results, but with no formal analysis. We show that the three-stage procedure of this decomposition is equivalent to a standard instrumental variables approach, for a specific set of instruments. Th… Show more

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Cited by 75 publications
(48 citation statements)
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“…However, critics have been raised against this technique. The decomposition estimator will have higher risk than existing random effect approach, especially if the endogeneity problem of any time-invariant variables is detected (which is the case here, tested below) (Breusch et al, 2011). Therefore, one of the estimation models we apply is random effects.…”
Section: Estimation Methodologymentioning
confidence: 97%
“…However, critics have been raised against this technique. The decomposition estimator will have higher risk than existing random effect approach, especially if the endogeneity problem of any time-invariant variables is detected (which is the case here, tested below) (Breusch et al, 2011). Therefore, one of the estimation models we apply is random effects.…”
Section: Estimation Methodologymentioning
confidence: 97%
“…The FE vector decomposition (FEVD) estimator has been criticized by many in econometrics, who argue that the standard errors are likely to be incorrectly estimated (Breusch et al 2011a(Breusch et al , 2011bGreene 2011aGreene , 2011bGreene , 2012. Plu¨mper and Troeger (2011) provide a method for calculating more appropriate standard errors, and so the FEVD model does work (at least with balanced data) when this method is utilized.…”
Section: Stage 1 (Equation 7) Is Equivalent To the Re Micro Model Stmentioning
confidence: 99%
“…We also contribute to the controversy over the FEVD estimator proposed by PT, discussed by Greene (2011a) and Breusch et al (2011b), and followed up with responses and rejoinders by Plumper and Troeger (2011), Greene (2011b), Breusch et al (2011a), and Beck (2011). The FEVD estimator of PT is based on a three step procedure, we show that when an intercept is included in the second step of their procedure, then the FEVD estimator is identical to the FEF estimator.…”
Section: Introductionmentioning
confidence: 82%