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  • Assumptions for Panel data models

    Hi,

    I'm trying to grasp the basic assumptions behind panel data regression models in order to understand which assumptions I have to check for my model. Does the following table (based very roughly on Woolridge, 2013) capture the essential assumptions correctly. I do understand that the assumptions are formulated not very mathematically, but I'm looking more for a high level overview as opposed to mathematical definitions.
    OLS cross-sectional OLS time series FE RE
    Linearity in parameters Linearity in parameters Linearity in parameters Linearity in parameters
    Random sampling Random sampling Random sampling
    No perfect collinearity No perfect collinearity No perfect collinearity No perfect collinearity
    Zero conditional mean Zero conditional mean Zero conditional mean Zero conditional mean
    Homoskedasticity Homoskedasticity Homoskedasticity Homoskedasticity
    No autocorrelation No autocorrelation No autocorrelation
    Normality Normality
    Independent variables change over time
    Expected value and variance of unobserved effects uncorrelated with independent variables
    Thanks a lot for your help in advance!
    Last edited by Jon Ko; 19 Jul 2016, 05:49.

  • #2
    Jon:
    as the topic you're interested in is quite broad, your question should probably be addressed to an econometric workshop on panel data analysis.
    That said, you may fing some useful details skimming through -xtreg- entry in Stata .pdf manual.
    Kind regards,
    Carlo
    (Stata 19.0)

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    • #3
      Carlo is correct that this is a very general question rather than a Stata question. However, I think you have some obvious errors in your table. These techniques generally assume assume random errors and for some (maybe all?) tests assume normality of the error term, but the RHS variables themselves do not have to be random. FE assumes fixed values for the panel effects while random effects assumes the panel effects are drawn from a distribution (see xtreg documentation). Many forms of homoskedasticity and autocorrelation are easily handled either by direct techniques (e.g., ivreg or xtivreg) or by using robust error variance estimates.

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      • #4
        Thanks for your help... It seems like every textbook uses slightly different assumptions...

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        • #5
          Jon:
          as others might benefit from the reference you quoted, do you mind to provide its full details (as per FAQ)? Thanks.
          Kind regards,
          Carlo
          (Stata 19.0)

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          • #6
            You might also have a look at Hoechle, 2007 (here) for different panel data techniques and the propoerties of their resulting errors

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