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  • Linear regression with "panel-like" data and multiple observations per time period

    Dear statalisters,

    I have a dataset of loans between banks and companies and want to examine potential effects of loan- and borower-characteristics on banks. The dataset is of the following exemplary structure:

    Code:
    * Example generated by -dataex-. For more info, type help dataex
    clear
    input long loanid float bankvariable int bankid float companyvariable long companyid float monthyear
    145  0 6 37  497  5
    181  0 6 30   11  5
    101  0 6 37  497  5
    183  0 6 30   11  5
    177  3 6 21  243  6
    196  3 6 20  920  6
    162  3 6 18  706  6
    324 -1 6 12  474 10
    240 -1 6 16 1140 10
    372 -1 6 22  400 10
    end

    As the same banks make loans at different times in the sample period, the data has a cross-sectional as well as a time-dimension. The data on bank-level variables is available monthly, so one bank also sometimes makes multiple loans per month. I want to analyse the data via linear regression using bank- and time-fixed effects. As my level of time in the data is monthly, my concern is if I´ll have problems due to the fact that there are multiple entries per bank per time period. Does this somehow invalidate usual OLS- or Fixed effects-assumptions? I could transform the loan- and borrower-level data to the bank-month-level by taking averages per bank. Would this solve the aforementioned problem (if this actually is a problem)?

    Unfortunately i could not find comparable cases in literature, which is why i am posting here. Any help would be really appreciated.

    Best regards
    Jonas
    Last edited by Jonas Voss; 05 Jul 2022, 06:33.

  • #2
    Jonas:
    welcome to this forum.
    If your concern is the so calle -repeated time values- per panel, this is cot an issue.
    Provided that you do not plan to use time-series operators (such as lags and leads), you can simply -xtset- your dataset with -panelid- only and go -xtreg-.
    Kind regards,
    Carlo
    (Stata 19.0)

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    • #3
      Thank you Carlo!

      Comment

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