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  • Saving the gini coefficient [r(gini_k)]

    Hello friends,
    I managed to generate the Gini coefficient I was looking for, however, I need to save them in a variable, the commands I gave were:

    egen gini_grupo = group(sector municipio)
    ineqdeco income, by(gini_grupo)
    g gini = r(Gini_k)


    But it just generates missings for me, any suggestions?
    Thank you very much

  • #2
    Perhaps the following example will show you where you have gone wrong, and start you in a useful direction.
    Code:
    sysuse auto, clear
    label values foreign .
    tab foreign
    ineqdeco price, by(foreign)
    return list
    generate gini = .
    foreach k in `r(levels)' {
        replace gini = r(gini_`k') if foreign==`k'
    }
    tab gini foreign, missing
    Code:
    . sysuse auto, clear
    (1978 automobile data)
    
    . label values foreign .
    
    . tab foreign
    
     Car origin |      Freq.     Percent        Cum.
    ------------+-----------------------------------
              0 |         52       70.27       70.27
              1 |         22       29.73      100.00
    ------------+-----------------------------------
          Total |         74      100.00
    
    . ineqdeco price, by(foreign)
     
    Percentile ratios
    
    ----------------------------------------------------------
      All obs |    p90/p10     p90/p50     p10/p50     p75/p25
    ----------+-----------------------------------------------
              |      2.923       2.274       0.778       1.512
    ----------------------------------------------------------
      
    Generalized Entropy indices GE(a), where a = income difference
     sensitivity parameter, and Gini coefficient
    
    ----------------------------------------------------------------------
      All obs |     GE(-1)       GE(0)       GE(1)       GE(2)        Gini
    ----------+-----------------------------------------------------------
              |    0.08199     0.08605     0.09557     0.11289     0.23222
    ----------------------------------------------------------------------
       
    Atkinson indices, A(e), where e > 0 is the inequality aversion parameter
    
    ----------------------------------------------
      All obs |     A(0.5)        A(1)        A(2)
    ----------+-----------------------------------
              |    0.04450     0.08245     0.14088
    ----------------------------------------------
      
    Subgroup summary statistics, for each subgroup k = 1,...,K:
      
    
    -------------------------------------------------------------------------------------
    Car       |
    origin    |   Popn. share           Mean  Relative mean   Income share      log(mean)
    ----------+--------------------------------------------------------------------------
            0 |       0.70270     6072.42308        0.98494        0.69212        8.71151
            1 |       0.29730     6384.68182        1.03559        0.30788        8.76166
    -------------------------------------------------------------------------------------
      
    Subgroup indices: GE_k(a) and Gini_k 
    
    ----------------------------------------------------------------------
    Car       |
    origin    |     GE(-1)       GE(0)       GE(1)       GE(2)        Gini
    ----------+-----------------------------------------------------------
            0 |    0.08706     0.09293     0.10534     0.12756     0.23777
            1 |    0.06834     0.06892     0.07273     0.08049     0.21108
    ----------------------------------------------------------------------
      
    Within-group inequality, GE_W(a)
    
    ----------------------------------------------------------
      All obs |     GE(-1)       GE(0)       GE(1)       GE(2)
    ----------+-----------------------------------------------
              |    0.08173     0.08579     0.09530     0.11262
    ----------------------------------------------------------
                  
    Between-group inequality, GE_B(a):
    
    ----------------------------------------------------------
      All obs |     GE(-1)       GE(0)       GE(1)       GE(2)
    ----------+-----------------------------------------------
              |    0.00026     0.00026     0.00027     0.00027
    ----------------------------------------------------------
                  
    Subgroup Atkinson indices, A_k(e)
    
    ----------------------------------------------
    Car       |
    origin    |     A(0.5)        A(1)        A(2)
    ----------+-----------------------------------
            0 |    0.04848     0.08874     0.14829
            1 |    0.03488     0.06660     0.12025
    ----------------------------------------------
      
    Within-group inequality, A_W(e)
    
    ----------------------------------------------
      All obs |     A(0.5)        A(1)        A(2)
    ----------+-----------------------------------
              |    0.04429     0.08192     0.13966
    ----------------------------------------------
     
    Between-group inequality, A_B(e)
    
    ----------------------------------------------
      All obs |     A(0.5)        A(1)        A(2)
    ----------+-----------------------------------
              |    0.00022     0.00058     0.00142
    ----------------------------------------------
    
    . return list
    
    scalars:
                   r(ede2) =  5296.67182806118
                   r(ede1) =  5656.906729539464
                r(edehalf) =  5890.891413030665
             r(between_a2) =  .0014220371069532
             r(between_a1) =  .000579863745803
          r(between_ahalf) =  .0002189045211916
              r(within_a2) =  .1396603860401734
              r(within_a1) =  .0819216302593577
           r(within_ahalf) =  .0442926433378639
                   r(a2_1) =  .120251251326965
                   r(a1_1) =  .0665967017412186
                r(ahalf_1) =  .0348828885410059
                   r(a2_0) =  .148294201236304
                   r(a1_0) =  .0887386575341225
                r(ahalf_0) =  .0484784087085215
            r(between_ge2) =  .0002679535178404
            r(between_ge1) =  .0002661615119775
            r(between_ge0) =  .0002644106835199
           r(between_gem1) =  .0002627002691232
             r(within_ge2) =  .1126217670888891
             r(within_ge1) =  .0953009106877201
             r(within_ge0) =  .0857881439463363
            r(within_gem1) =  .0817307625025281
                 r(sumw_1) =  22
                    r(v_1) =  .2972972972972973
               r(lambda_1) =  1.035590579611236
                r(theta_1) =  .3078782804249621
               r(lgmean_1) =  8.761656934520458
                 r(mean_1) =  6384.681818181818
                 r(gini_1) =  .2110814688824557
                  r(ge2_1) =  .0804869266037308
                  r(ge1_1) =  .072725769905224
                  r(ge0_1) =  .0689179088113295
                 r(gem1_1) =  .0683440877343363
                 r(sumw_0) =  52
                    r(v_0) =  .7027027027027027
               r(lambda_0) =  .9849424470875541
                r(theta_0) =  .692121719575038
               r(lgmean_0) =  8.711512993348268
                 r(mean_0) =  6072.423076923077
                 r(gini_0) =  .2377725910959381
                  r(ge2_0) =  .1275629191851993
                  r(ge1_0) =  .1053430684872671
                  r(ge0_0) =  .0929255511188392
                 r(gem1_0) =  .0870571748199685
                     r(a2) =  .140883820895806
                     r(a1) =  .082453991337858
                  r(ahalf) =  .0445018519991732
                    r(ge2) =  .1128897206067294
                    r(ge1) =  .0955670721996976
                    r(ge0) =  .0860525546298563
                   r(gem1) =  .0819934627716512
                   r(gini) =  .2322248019945887
                 r(p75p50) =  1.266753220812943
                 r(p25p50) =  .8379107160691102
                 r(p10p50) =  .777988614800759
                 r(p90p50) =  2.274043743133926
                 r(p75p25) =  1.511799761620977
                 r(p90p10) =  2.922978177150192
                    r(p95) =  13466
                    r(p90) =  11385
                    r(p75) =  6342
                    r(p50) =  5006.5
                    r(p25) =  4195
                    r(p10) =  3895
                     r(p5) =  3748
                    r(max) =  15906
                    r(min) =  3291
                      r(N) =  74
                   r(sumw) =  74
                     r(sd) =  2949.495884768919
                    r(Var) =  8699525.97426879
                   r(mean) =  6165.256756756757
    
    macros:
                 r(levels) : "0 1"
    
    . generate gini = .
    (74 missing values generated)
    
    . foreach k in `r(levels)' {
      2.     replace gini = r(gini_`k') if foreign==`k'
      3. }
    (52 real changes made)
    (22 real changes made)
    
    . tab gini foreign, missing
    
               |      Car origin
          gini |         0          1 |     Total
    -----------+----------------------+----------
      .2110815 |         0         22 |        22 
      .2377726 |        52          0 |        52 
    -----------+----------------------+----------
         Total |        52         22 |        74 
    
    .

    Comment


    • #3
      Originally posted by William Lisowski View Post
      Perhaps the following example will show you where you have gone wrong, and start you in a useful direction.
      Code:
      sysuse auto, clear
      label values foreign .
      tab foreign
      ineqdeco price, by(foreign)
      return list
      generate gini = .
      foreach k in `r(levels)' {
      replace gini = r(gini_`k') if foreign==`k'
      }
      tab gini foreign, missing
      Code:
      . sysuse auto, clear
      (1978 automobile data)
      
      . label values foreign .
      
      . tab foreign
      
      Car origin | Freq. Percent Cum.
      ------------+-----------------------------------
      0 | 52 70.27 70.27
      1 | 22 29.73 100.00
      ------------+-----------------------------------
      Total | 74 100.00
      
      . ineqdeco price, by(foreign)
      
      Percentile ratios
      
      ----------------------------------------------------------
      All obs | p90/p10 p90/p50 p10/p50 p75/p25
      ----------+-----------------------------------------------
      | 2.923 2.274 0.778 1.512
      ----------------------------------------------------------
      
      Generalized Entropy indices GE(a), where a = income difference
      sensitivity parameter, and Gini coefficient
      
      ----------------------------------------------------------------------
      All obs | GE(-1) GE(0) GE(1) GE(2) Gini
      ----------+-----------------------------------------------------------
      | 0.08199 0.08605 0.09557 0.11289 0.23222
      ----------------------------------------------------------------------
      
      Atkinson indices, A(e), where e > 0 is the inequality aversion parameter
      
      ----------------------------------------------
      All obs | A(0.5) A(1) A(2)
      ----------+-----------------------------------
      | 0.04450 0.08245 0.14088
      ----------------------------------------------
      
      Subgroup summary statistics, for each subgroup k = 1,...,K:
      
      
      -------------------------------------------------------------------------------------
      Car |
      origin | Popn. share Mean Relative mean Income share log(mean)
      ----------+--------------------------------------------------------------------------
      0 | 0.70270 6072.42308 0.98494 0.69212 8.71151
      1 | 0.29730 6384.68182 1.03559 0.30788 8.76166
      -------------------------------------------------------------------------------------
      
      Subgroup indices: GE_k(a) and Gini_k
      
      ----------------------------------------------------------------------
      Car |
      origin | GE(-1) GE(0) GE(1) GE(2) Gini
      ----------+-----------------------------------------------------------
      0 | 0.08706 0.09293 0.10534 0.12756 0.23777
      1 | 0.06834 0.06892 0.07273 0.08049 0.21108
      ----------------------------------------------------------------------
      
      Within-group inequality, GE_W(a)
      
      ----------------------------------------------------------
      All obs | GE(-1) GE(0) GE(1) GE(2)
      ----------+-----------------------------------------------
      | 0.08173 0.08579 0.09530 0.11262
      ----------------------------------------------------------
      
      Between-group inequality, GE_B(a):
      
      ----------------------------------------------------------
      All obs | GE(-1) GE(0) GE(1) GE(2)
      ----------+-----------------------------------------------
      | 0.00026 0.00026 0.00027 0.00027
      ----------------------------------------------------------
      
      Subgroup Atkinson indices, A_k(e)
      
      ----------------------------------------------
      Car |
      origin | A(0.5) A(1) A(2)
      ----------+-----------------------------------
      0 | 0.04848 0.08874 0.14829
      1 | 0.03488 0.06660 0.12025
      ----------------------------------------------
      
      Within-group inequality, A_W(e)
      
      ----------------------------------------------
      All obs | A(0.5) A(1) A(2)
      ----------+-----------------------------------
      | 0.04429 0.08192 0.13966
      ----------------------------------------------
      
      Between-group inequality, A_B(e)
      
      ----------------------------------------------
      All obs | A(0.5) A(1) A(2)
      ----------+-----------------------------------
      | 0.00022 0.00058 0.00142
      ----------------------------------------------
      
      . return list
      
      scalars:
      r(ede2) = 5296.67182806118
      r(ede1) = 5656.906729539464
      r(edehalf) = 5890.891413030665
      r(between_a2) = .0014220371069532
      r(between_a1) = .000579863745803
      r(between_ahalf) = .0002189045211916
      r(within_a2) = .1396603860401734
      r(within_a1) = .0819216302593577
      r(within_ahalf) = .0442926433378639
      r(a2_1) = .120251251326965
      r(a1_1) = .0665967017412186
      r(ahalf_1) = .0348828885410059
      r(a2_0) = .148294201236304
      r(a1_0) = .0887386575341225
      r(ahalf_0) = .0484784087085215
      r(between_ge2) = .0002679535178404
      r(between_ge1) = .0002661615119775
      r(between_ge0) = .0002644106835199
      r(between_gem1) = .0002627002691232
      r(within_ge2) = .1126217670888891
      r(within_ge1) = .0953009106877201
      r(within_ge0) = .0857881439463363
      r(within_gem1) = .0817307625025281
      r(sumw_1) = 22
      r(v_1) = .2972972972972973
      r(lambda_1) = 1.035590579611236
      r(theta_1) = .3078782804249621
      r(lgmean_1) = 8.761656934520458
      r(mean_1) = 6384.681818181818
       r(gini_1) = .2110814688824557
      r(ge2_1) = .0804869266037308
      r(ge1_1) = .072725769905224
      r(ge0_1) = .0689179088113295
      r(gem1_1) = .0683440877343363
      r(sumw_0) = 52
      r(v_0) = .7027027027027027
      r(lambda_0) = .9849424470875541
      r(theta_0) = .692121719575038
      r(lgmean_0) = 8.711512993348268
      r(mean_0) = 6072.423076923077
      r(gini_0) = .2377725910959381
      r(ge2_0) = .1275629191851993
      r(ge1_0) = .1053430684872671
      r(ge0_0) = .0929255511188392
      r(gem1_0) = .0870571748199685
      r(a2) = .140883820895806
      r(a1) = .082453991337858
      r(ahalf) = .0445018519991732
      r(ge2) = .1128897206067294
      r(ge1) = .0955670721996976
      r(ge0) = .0860525546298563
      r(gem1) = .0819934627716512
      r(gini) = .2322248019945887
      r(p75p50) = 1.266753220812943
      r(p25p50) = .8379107160691102
      r(p10p50) = .777988614800759
      r(p90p50) = 2.274043743133926
      r(p75p25) = 1.511799761620977
      r(p90p10) = 2.922978177150192
      r(p95) = 13466
      r(p90) = 11385
      r(p75) = 6342
      r(p50) = 5006.5
      r(p25) = 4195
      r(p10) = 3895
      r(p5) = 3748
      r(max) = 15906
      r(min) = 3291
      r(N) = 74
      r(sumw) = 74
      r(sd) = 2949.495884768919
      r(Var) = 8699525.97426879
      r(mean) = 6165.256756756757
      
      macros:
       r(levels) : "0 1"
      
      . generate gini = .
      (74 missing values generated)
      
      . foreach k in `r(levels)' {
      2. replace gini = r(gini_`k') if foreign==`k'
      3. }
      (52 real changes made)
      (22 real changes made)
      
      . tab gini foreign, missing
      
      | Car origin
      gini | 0 1 | Total
      -----------+----------------------+----------
       .2110815 | 0 22 | 22
      .2377726 | 52 0 | 52
      -----------+----------------------+----------
      Total | 52 22 | 74
      
      .
      Thank you so much for this great help!

      Comment

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