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  • CI 95% Graph mixed model prediction

    I can't put IC95 on this graph. Can you help me, please? Thank you very much

    twoway connected ava temps if grupos_ava_new==1, c(L) ms(i) ytitle(" ") color("242 183 153") ///
    || connected ava temps if grupos_ava_new==2, c(L) ms(i) ytitle(" ") color("242 183 153") ///
    ||connected ava temps if grupos_ava_new==3, c(L) ms(i) ytitle(" ") color("242 183 153") ///
    || line predinter temps if grupos_ava_new==1 , ytitle(" ") color(red) ///
    || line predinter temps if grupos_ava_new==2 , ytitle(" ") color(blue) ///
    || line predinter temps if grupos_ava_new==3 , ytitle(" ") color(green) ///
    ||, title (Evolución de la predicción con interacción ) xsc(range(0,100)) xlabel(0(10)100)



    ----------------------- copy starting from the next line -----------------------
    Code:
    * Example generated by -dataex-. To install: ssc install dataex
    clear
    input float id byte time float(grupos_ava_new temps predinter)
      6 1 2         0 .8922561
      6 2 2  44.89256 .7242961
      7 1 2         0 .8922561
      7 2 2  49.95041 .7053728
     11 1 2         0 .8922561
     11 2 2 15.438017 .8344966
     13 1 2         0 .8922561
     13 2 2 15.768595 .8332598
     14 1 2         0 .8922561
     14 2 2 33.421486 .7672137
     17 1 2         0 .8922561
     17 2 2 17.818182 .8255915
     18 1 2         0 .8922561
     18 2 2  24.46281 .8007315
     19 1 2         0 .8922561
     19 2 2  75.96694 .6080351
     20 1 2         0 .8922561
     20 2 2  77.95042 .6006142
     21 1 2         0 .8922561
     21 2 2 17.057852 .8284362
     23 1 2         0 .8922561
     23 2 2 108.26447 .4871979
     25 1 2         0 .8922561
     25 2 2 18.049587 .8247257
     29 1 3         0 .7664383
     29 2 3 13.785124 .7415267
     30 1 1         0 .7521105
     30 2 1  49.32232 .6182449
     31 1 1         0 .7521105
     31 2 1  64.79339 .5762549
     32 1 3         0 .7664383
     32 2 3 24.264463 .7225891
     33 1 2         0 .8922561
     33 2 2 29.652893 .7813134
     36 1 1         0 .7521105
     36 2 1 32.363636 .6642724
     37 1 2         0 .8922561
     37 2 2  48.33058 .7114332
     39 1 2         0 .8922561
     39 2 2 17.785124 .8257152
     40 1 3         0 .7664383
     40 2 3  50.64463 .6749166
     41 1 2         0 .8922561
     41 2 2 15.438017 .8344966
     42 1 2         0 .8922561
     42 2 2  25.68595 .7961553
     44 1 2         0 .8922561
     44 2 2 35.471073 .7595454
     46 1 1         0 .7521105
     46 2 1  37.38843 .6506346
     48 1 2         0 .8922561
     48 2 2 31.768595 .7733978
     49 1 2         0 .8922561
     49 2 2  46.34711 .7188541
     51 1 2         0 .8922561
     51 2 2 28.099174 .7871265
     52 1 2         0 .8922561
     52 2 2  37.05785 .7536087
     54 1 1         0 .7521105
     54 2 1 13.024794 .7167599
     55 1 2         0 .8922561
     55 2 2 12.264462 .8463701
     57 1 2         0 .8922561
     57 2 2  15.83471 .8330125
     60 1 2         0 .8922561
     60 2 2 32.859505 .7693163
     62 1 2         0 .8922561
     62 2 2 30.710743 .7773556
     63 1 2         0 .8922561
     63 2 2  56.76033 .6798943
     64 1 1         0 .7521105
     64 2 1 14.247934 .7134402
     65 1 1         0 .7521105
     65 2 1 32.694214 .6633752
     71 1 1         0 .7521105
     71 2 1  41.05785 .6406755
     72 1 1         0 .7521105
     72 2 1  49.19008 .6186038
     74 1 1         0 .7521105
     74 2 1  24.03306 .6868824
     76 1 3         0 .7664383
     76 2 3 19.438017 .7313112
     82 1 1         0 .7521105
     82 2 1 32.727272 .6632855
     86 1 2         0 .8922561
     86 2 2  24.33058 .8012262
     90 1 3         0 .7664383
     90 2 3  27.50413 .7167346
     92 1 3         0 .7664383
     92 2 3  44.06612 .6868049
     95 1 1         0 .7521105
     95 2 1 15.735538 .7094027
     96 1 1         0 .7521105
     96 2 1  14.31405 .7132608
     97 1 2         0 .8922561
     97 2 2 37.619835 .7515061
     99 1 3         0 .7664383
     99 2 3  85.12397 .6126078
    100 1 1         0 .7521105
    100 2 1  31.23967  .667323
    end

  • #2
    Your data example lacks the variable "ava". You should present a dataex of the data just prior to graphing (in case you change the data in the intermediate), including the missing variable.

    Last edited by Andrew Musau; 08 Sep 2022, 04:13.

    Comment


    • #3
      Hi Andrés, sorry. I am sending you the data and my script. Thank you very much

      Code:
      * Example generated by -dataex-. To install: ssc install dataex
      clear
      input float id byte time double ava float grupos_ava_new byte(grupos_ava_new_1 grupos_ava_new_2 grupos_ava_new_3) float temps
        6 1   .608291504740883 2 0 1 0         0
        6 2   .608291504740883 2 0 1 0  44.89256
        7 1  .9640962872164949 2 0 1 0         0
        7 2  .8847874817675939 2 0 1 0  49.95041
       11 1  .9347099274725276 2 0 1 0         0
       11 2         .593760888 2 0 1 0 15.438017
       13 1  .9379896114285715 2 0 1 0         0
       13 2          .69115024 2 0 1 0 15.768595
       14 1  .9823652287640451 2 0 1 0         0
       14 2   .733529154625789 2 0 1 0 33.421486
       17 1  .8497082362352942 2 0 1 0         0
       17 2        .8263172358 2 0 1 0 17.818182
       18 1  .7759268039084843 2 0 1 0         0
       18 2  .5890944297076025 2 0 1 0  24.46281
       19 1   .803663069767442 2 0 1 0         0
       19 2 .36863203689578716 2 0 1 0  75.96694
       20 1 1.0083939493670886 2 0 1 0         0
       20 2  .7027977145892352 2 0 1 0  77.95042
       21 1  .7441464057672504 2 0 1 0         0
       21 2  .6256894527196653 2 0 1 0 17.057852
       23 1  .8975977142857144 2 0 1 0         0
       23 2  .5031995456396396 2 0 1 0 108.26447
       25 1  .9626872314634146 2 0 1 0         0
       25 2  .7758475603200002 2 0 1 0 18.049587
       29 1  .7475865419532325 3 0 0 1         0
       29 2  .5236507660364842 3 0 0 1 13.785124
       30 1  .9729205994005995 1 1 0 0         0
       30 2  .5971402792262406 1 1 0 0  49.32232
       31 1  .9252739575671141 1 1 0 0         0
       31 2  .6850608105726873 1 1 0 0  64.79339
       32 1  .8740445673667714 3 0 0 1         0
       32 2  .6314419713957935 3 0 0 1 24.264463
       33 1  .7048584781549817 2 0 1 0         0
       33 2  .8147887196776795 2 0 1 0 29.652893
       36 1  .6816420061480076 1 1 0 0         0
       36 2  .6215593810671257 1 1 0 0 32.363636
       37 1   .856163253426043 2 0 1 0         0
       37 2  .7775259856027555 2 0 1 0  48.33058
       39 1  .9167635017793595 2 0 1 0         0
       39 2  .6920691700182815 2 0 1 0 17.785124
       40 1  .8302465357941178 3 0 0 1         0
       40 2   .881187195327103 3 0 0 1  50.64463
       41 1  .9072617574730355 2 0 1 0         0
       41 2  .8097242534899328 2 0 1 0 15.438017
       42 1  .7587562767978291 2 0 1 0         0
       42 2  .6069040326562501 2 0 1 0  25.68595
       44 1  .9590712951894272 2 0 1 0         0
       44 2   .815150804096802 2 0 1 0 35.471073
       46 1  .9706954922155688 1 1 0 0         0
       46 2  .5976263179500431 1 1 0 0  37.38843
       48 1  .9785942292193311 2 0 1 0         0
       48 2  .9552726454072792 2 0 1 0 31.768595
       49 1  .8288768073811931 2 0 1 0         0
       49 2  .7522327016241299 2 0 1 0  46.34711
       51 1  .9817475000000001 2 0 1 0         0
       51 2  .5924144914285715 2 0 1 0 28.099174
       52 1  .8550156787200001 2 0 1 0         0
       52 2  .8357190753982301 2 0 1 0  37.05785
       54 1  .8695999716279069 1 1 0 0         0
       54 2  .8555849704579026 1 1 0 0 13.024794
       55 1  .8435253753089534 2 0 1 0         0
       55 2  .6400372687627909 2 0 1 0 12.264462
       57 1  .9009804519402986 2 0 1 0         0
       57 2  .7987385815348101 2 0 1 0  15.83471
       60 1  .8865410795072788 2 0 1 0         0
       60 2   .908294147224457 2 0 1 0 32.859505
       62 1  .8791286255144032 2 0 1 0         0
       62 2  .8755889521487604 2 0 1 0 30.710743
       63 1  .9559690993865031 2 0 1 0         0
       63 2  .3805422892125318 2 0 1 0  56.76033
       64 1                  1 1 1 0 0         0
       64 2  .5264874868965518 1 1 0 0 14.247934
       65 1  .8803710615831135 1 1 0 0         0
       65 2  .7663112426338895 1 1 0 0 32.694214
       71 1  .8669959869026551 1 1 0 0         0
       71 2  .4760065129972376 1 1 0 0  41.05785
       72 1  .9914749064220184 1 1 0 0         0
       72 2  .6418337156979406 1 1 0 0  49.19008
       74 1  .4897313529090909 1 1 0 0         0
       74 2  .4435697328440368 1 1 0 0  24.03306
       76 1 .49576903890410967 3 0 0 1         0
       76 2 .47123880000000007 3 0 0 1 19.438017
       82 1  .6413148669047619 1 1 0 0         0
       82 2  .4440519461538462 1 1 0 0 32.727272
       86 1  .6576163928089889 2 0 1 0         0
       86 2  .3398297961089495 2 0 1 0  24.33058
       90 1  .6693000648717949 3 0 0 1         0
       90 2  .5785765266666667 3 0 0 1  27.50413
       92 1  .7093125687499999 3 0 0 1         0
       92 2  .6908008044491526 3 0 0 1  44.06612
       95 1  .8168139200000001 1 1 0 0         0
       95 2   .478718780952381 1 1 0 0 15.735538
       96 1  .7595625394736844 1 1 0 0         0
       96 2  .7324576022773974 1 1 0 0  14.31405
       97 1  .8943993123037977 2 0 1 0         0
       97 2 .45224769942428034 2 0 1 0 37.619835
       99 1  .5131483520165461 3 0 0 1         0
       99 2 .22917484002668448 3 0 0 1  85.12397
      100 1 .21114843750000004 1 1 0 0         0
      100 2 .34576603376097237 1 1 0 0  31.23967
      end
      ------------------ copy up to and including the previous line ------------------


      gen interAVA1=temps*grupos_ava_new_1
      gen interAVA2=temps*grupos_ava_new_2
      gen interAVA3=temps*grupos_ava_new_3


      xi:xtmixed ava temps grupos_ava_new_2 grupos_ava_new_3 interAVA2 interAVA3 || id:temps, var mle





      twoway connected ava temps if grupos_ava_new==1, c(L) ms(i) ytitle(" ") color(red) ///
      || connected ava temps if grupos_ava_new==2, c(L) ms(i) ytitle(" ") color(blue) ///
      ||connected ava temps if grupos_ava_new==3, c(L) ms(i) ytitle(" ") color(green) ///
      || , title (Evolución Individual )


      xi: xtmixed ava temps grupos_ava_new_2 grupos_ava_new_3 || id: ,mle iterate(40)


      estimates store mod1


      xi: xtmixed ava temps grupos_ava_new_2 grupos_ava_new_3 || id:temps ,mle iterate(40)


      estimates store mod2


      lrtest mod1 mod2


      gen interAVA1=temps*grupos_ava_new_1
      gen interAVA2=temps*grupos_ava_new_2
      gen interAVA3=temps*grupos_ava_new_3


      xi:xtmixed ava temps grupos_ava_new_2 grupos_ava_new_3 interAVA2 interAVA3 || id:temps, var mle


      estimates store mod3


      lrtest mod2 mod3


      xi:xtmixed ava temps grupos_ava_new_2 grupos_ava_new_3 interAVA2 interAVA3 || id:temps, var mle



      predict predinter , xb

      sort id temps



      twoway connected ava temps if grupos_ava_new==1, c(L) ms(i) ytitle(" ") color("242 183 153") ///
      || connected ava temps if grupos_ava_new==2, c(L) ms(i) ytitle(" ") color("242 183 153") ///
      ||connected ava temps if grupos_ava_new==3, c(L) ms(i) ytitle(" ") color("242 183 153") ///
      || line predinter temps if grupos_ava_new==1 , ytitle(" ") color(red) ///
      || line predinter temps if grupos_ava_new==2 , ytitle(" ") color(blue) ///
      || line predinter temps if grupos_ava_new==3 , ytitle(" ") color(green) ///
      ||, title (Evolución de la predicción con interacción ) xsc(range(0,100)) xlabel(0(10)100)


      Comment


      • #4
        I do not see the relationship between your estimated models and the graphs. You can create twoway linear prediction plots with 95% CIs as below:

        Code:
        * Example generated by -dataex-. To install: ssc install dataex
        clear
        input float id byte time double ava float grupos_ava_new byte(grupos_ava_new_1 grupos_ava_new_2 grupos_ava_new_3) float temps
          6 1   .608291504740883 2 0 1 0         0
          6 2   .608291504740883 2 0 1 0  44.89256
          7 1  .9640962872164949 2 0 1 0         0
          7 2  .8847874817675939 2 0 1 0  49.95041
         11 1  .9347099274725276 2 0 1 0         0
         11 2         .593760888 2 0 1 0 15.438017
         13 1  .9379896114285715 2 0 1 0         0
         13 2          .69115024 2 0 1 0 15.768595
         14 1  .9823652287640451 2 0 1 0         0
         14 2   .733529154625789 2 0 1 0 33.421486
         17 1  .8497082362352942 2 0 1 0         0
         17 2        .8263172358 2 0 1 0 17.818182
         18 1  .7759268039084843 2 0 1 0         0
         18 2  .5890944297076025 2 0 1 0  24.46281
         19 1   .803663069767442 2 0 1 0         0
         19 2 .36863203689578716 2 0 1 0  75.96694
         20 1 1.0083939493670886 2 0 1 0         0
         20 2  .7027977145892352 2 0 1 0  77.95042
         21 1  .7441464057672504 2 0 1 0         0
         21 2  .6256894527196653 2 0 1 0 17.057852
         23 1  .8975977142857144 2 0 1 0         0
         23 2  .5031995456396396 2 0 1 0 108.26447
         25 1  .9626872314634146 2 0 1 0         0
         25 2  .7758475603200002 2 0 1 0 18.049587
         29 1  .7475865419532325 3 0 0 1         0
         29 2  .5236507660364842 3 0 0 1 13.785124
         30 1  .9729205994005995 1 1 0 0         0
         30 2  .5971402792262406 1 1 0 0  49.32232
         31 1  .9252739575671141 1 1 0 0         0
         31 2  .6850608105726873 1 1 0 0  64.79339
         32 1  .8740445673667714 3 0 0 1         0
         32 2  .6314419713957935 3 0 0 1 24.264463
         33 1  .7048584781549817 2 0 1 0         0
         33 2  .8147887196776795 2 0 1 0 29.652893
         36 1  .6816420061480076 1 1 0 0         0
         36 2  .6215593810671257 1 1 0 0 32.363636
         37 1   .856163253426043 2 0 1 0         0
         37 2  .7775259856027555 2 0 1 0  48.33058
         39 1  .9167635017793595 2 0 1 0         0
         39 2  .6920691700182815 2 0 1 0 17.785124
         40 1  .8302465357941178 3 0 0 1         0
         40 2   .881187195327103 3 0 0 1  50.64463
         41 1  .9072617574730355 2 0 1 0         0
         41 2  .8097242534899328 2 0 1 0 15.438017
         42 1  .7587562767978291 2 0 1 0         0
         42 2  .6069040326562501 2 0 1 0  25.68595
         44 1  .9590712951894272 2 0 1 0         0
         44 2   .815150804096802 2 0 1 0 35.471073
         46 1  .9706954922155688 1 1 0 0         0
         46 2  .5976263179500431 1 1 0 0  37.38843
         48 1  .9785942292193311 2 0 1 0         0
         48 2  .9552726454072792 2 0 1 0 31.768595
         49 1  .8288768073811931 2 0 1 0         0
         49 2  .7522327016241299 2 0 1 0  46.34711
         51 1  .9817475000000001 2 0 1 0         0
         51 2  .5924144914285715 2 0 1 0 28.099174
         52 1  .8550156787200001 2 0 1 0         0
         52 2  .8357190753982301 2 0 1 0  37.05785
         54 1  .8695999716279069 1 1 0 0         0
         54 2  .8555849704579026 1 1 0 0 13.024794
         55 1  .8435253753089534 2 0 1 0         0
         55 2  .6400372687627909 2 0 1 0 12.264462
         57 1  .9009804519402986 2 0 1 0         0
         57 2  .7987385815348101 2 0 1 0  15.83471
         60 1  .8865410795072788 2 0 1 0         0
         60 2   .908294147224457 2 0 1 0 32.859505
         62 1  .8791286255144032 2 0 1 0         0
         62 2  .8755889521487604 2 0 1 0 30.710743
         63 1  .9559690993865031 2 0 1 0         0
         63 2  .3805422892125318 2 0 1 0  56.76033
         64 1                  1 1 1 0 0         0
         64 2  .5264874868965518 1 1 0 0 14.247934
         65 1  .8803710615831135 1 1 0 0         0
         65 2  .7663112426338895 1 1 0 0 32.694214
         71 1  .8669959869026551 1 1 0 0         0
         71 2  .4760065129972376 1 1 0 0  41.05785
         72 1  .9914749064220184 1 1 0 0         0
         72 2  .6418337156979406 1 1 0 0  49.19008
         74 1  .4897313529090909 1 1 0 0         0
         74 2  .4435697328440368 1 1 0 0  24.03306
         76 1 .49576903890410967 3 0 0 1         0
         76 2 .47123880000000007 3 0 0 1 19.438017
         82 1  .6413148669047619 1 1 0 0         0
         82 2  .4440519461538462 1 1 0 0 32.727272
         86 1  .6576163928089889 2 0 1 0         0
         86 2  .3398297961089495 2 0 1 0  24.33058
         90 1  .6693000648717949 3 0 0 1         0
         90 2  .5785765266666667 3 0 0 1  27.50413
         92 1  .7093125687499999 3 0 0 1         0
         92 2  .6908008044491526 3 0 0 1  44.06612
         95 1  .8168139200000001 1 1 0 0         0
         95 2   .478718780952381 1 1 0 0 15.735538
         96 1  .7595625394736844 1 1 0 0         0
         96 2  .7324576022773974 1 1 0 0  14.31405
         97 1  .8943993123037977 2 0 1 0         0
         97 2 .45224769942428034 2 0 1 0 37.619835
         99 1  .5131483520165461 3 0 0 1         0
         99 2 .22917484002668448 3 0 0 1  85.12397
        100 1 .21114843750000004 1 1 0 0         0
        100 2 .34576603376097237 1 1 0 0  31.23967
        end
        
        set scheme s1color
        twoway lfitci ava temps if grupos_ava_new==1, clcolor(red) clwidth(medthick)  fcolor(red%30) || ///
        lfitci ava temps if grupos_ava_new==2, clcolor(blue) clwidth(medthick) fcolor(blue%30)|| ///
        lfitci ava temps if grupos_ava_new==3,  clcolor(green) clwidth(medthick) fcolor(green%30) ||, ///
        title (Evolución Individual) legend(order(1 2 "Predicted (grupos 1)" 3 4 "Predicted (grupos 2)" 5 6 "Predicted  (grupos 3)"))
        Click image for larger version

Name:	Graph.png
Views:	1
Size:	54.1 KB
ID:	1681303

        Comment


        • #5
          Thank you very much, Andrés, for your help; it has benefited me. Thanks again.

          Comment

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