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  • Propensity score matching (PSM)

    Hello,
    I am doing PSM in order to test the results and compare with the ones I obtained from regression analysis. I have calculated propensity scores and different methods of matching. Now, how can I assess if both models (regression or propensity score) report the same results or are different? I have problems interpreting the results.
    If anyone could answer my question, I would appreciate.

    Lourdes.

  • #2
    Hi Lourdes
    I don't think there is a straight forward answer for such comparison, because the PSM and OLS are not nested methodologies.
    That being said, perhaps one alternative is to use bootstrap to test if the treatments obtained using two methods are the same.
    For example:
    Code:
    capture program drop  comp_methods
    program comp_methods, eclass
       teffects psmatch (bweight) (mbsmoke mmarried c.mage##c.mage fbaby medu)
       matrix b=e(b)
    ** Method2
       teffects ipwra (bweight prenatal1 mmarried mage fbaby) (mbsmoke mmarried c.mage##c.mage fbaby medu, probit)
       matrix aux=e(b)
       matrix b=b, aux[1,1]
    ** Method3
       reg bweight mbsmoke prenatal1 mmarried   fbaby  c.mage##c.mage   medu
       matrix aux=e(b)
       matrix b=b, aux[1,1]
       matrix colname b=m1 m2 m3
         matrix coleq b=""
    
       ereturn post b
      end
      
    bootstrap:  comp_methods
    
    Bootstrap replications (50)
    ----+--- 1 ---+--- 2 ---+--- 3 ---+--- 4 ---+--- 5 
    ..................................................    50
    
    Bootstrap results                               Number of obs     =      4,642
                                                    Replications      =         50
    
    ------------------------------------------------------------------------------
                 |   Observed   Bootstrap                         Normal-based
                 |      Coef.   Std. Err.      z    P>|z|     [95% Conf. Interval]
    -------------+----------------------------------------------------------------
              m1 |  -210.9683   28.94586    -7.29   0.000    -267.7012   -154.2355
              m2 |  -229.9671   23.76683    -9.68   0.000    -276.5492   -183.3849
              m3 |  -222.8868   17.96025   -12.41   0.000    -258.0882   -187.6853
    ------------------------------------------------------------------------------
    ** This can be used to test equality of the predicted effects:
    test  m1==m2
    test  m1==m3
    test  m2==m3
    HTH

    Comment


    • #3
      Thank you very much!!!
      It has been helpful,
      Lourdes.

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