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  • fixed effects: excluding one entity?

    Dear all,

    I am dealing with a panel data set with 31 provinces over 16 years examining the amount of development finance as logged Y variable and a set of X variables. I am using 12.1 version of stata and using both reg and xtreg to examine the effect (the reason I use reg only to justify a FE analysis, it is not center of my research).

    The problem is: province number 31 does not receive development finance for 11 out of 16 years, thus the logged Y variable is 0 for those 11 years. My question is how to deal with this province in the fixed effects analysis, because it changed the significant variables to be insignificant in the results?

    I have tried both: excluding the province and including the dummy: i.province31 in reg. But the dummy is being omitted in the xtreg. So I tried excluding the province and compared xtreg with and without the province 31, the R squared are the following:

    with province31: R-sq: within = 0.0375
    without province31: R-sq: within = 0.1105


    The two codes I used are:
    Code:
    xtreg lnFINPP_PY2 GRPpc_L rSTBDGT_L TOPOP_L rFRBDGT_L EAST , cluster(province_id) fe
    Code:
    xtreg lnFINPP_PY2 GRPpc_L rSTBDGT_L TOPOP_L rFRBDGT_L EAST if(province_id < 31), cluster(province_id) fe
    Click image for larger version

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    Click image for larger version

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    I will attach both outputs, I hope you can see it and it is readable. I am new to stata and thankful for any suggestions. Thankyou


    Mei
    Last edited by Meimu Fen; 24 Sep 2016, 14:18.

  • #2
    Meimu:
    sorry, but contrasting the two output tables I cannot see the difference in statistical significance you complain about.
    That said:
    - I would not consider (pooled) OLS for this kind of task (unless, using default standard error, the F-test at the foot of -xtreg, fe- output table lacks statistical significance);
    - i would report both the panel data regression results, explaining the difference (province_31 did not receive development finance for 11 out of 16 years). Obviously, it would be also interesting to explain the theoretical and empirical reasons why this happened.
    Kind regards,
    Carlo
    (Stata 19.0)

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