Estimation Problems in Mplus

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  • Опубліковано 15 жов 2024
  • Mplus error messages can be confusing for beginners. QuantFish instructor Dr. Christian Geiser shows several examples of estimation problems, discusses potential causes, and walks you through some troubleshooting steps.
    #Mplus #Mplusforbeginners #Mpluserror #statistics #CFA #SEM #convergence #identification
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КОМЕНТАРІ • 6

  • @Isi-u9d
    @Isi-u9d 4 місяці тому

    Hello and thank you for the great Video!
    When I run my CFA I get the following Error Message, which is quite similar to the fist one shown in the video:
    THE MODEL ESTIMATION TERMINATED NORMALLY
    THE STANDARD ERRORS OF THE MODEL PARAMETER ESTIMATES COULD NOT BE
    COMPUTED. THE MODEL MAY NOT BE IDENTIFIED. CHECK YOUR MODEL.
    PROBLEM INVOLVING THE FOLLOWING PARAMETER:
    Parameter 108, SN BY SN23
    THE CONDITION NUMBER IS 0.617D-10.
    THE ROBUST CHI-SQUARE COULD NOT BE COMPUTED.
    Unfortunately there's only the parameters 1 to 68 in the tech 1 section in the output, so i can't find parameter 108.
    I'm a bit lost here. Do you have an idea hot to fix this?

    • @QuantFish
      @QuantFish  4 місяці тому

      You likely have an underidentification problem. It is difficult to say what the reason is and how this can be fixed without seeing your full model.
      Best,
      Christian Geiser

  • @muhammadqasimshabbir8739
    @muhammadqasimshabbir8739 Рік тому

    Dear prof. How we can fix variance instead of fixing one factor loading . Can you write the command here for fixing variance .

    • @QuantFish
      @QuantFish  Рік тому

      Hi Muhammad, Thank you for watching. To free up the first loading (of X1 below) and fix the factor variance of F instead, specify:
      F by X1* X2 X3;
      F@1;
      Best, Christian Geiser

  • @MelissaOzsoy
    @MelissaOzsoy Рік тому

    Lieber Herr Geiser,
    vielen Dank für das wirklich hilfreiche Video!
    Was kann ich tun, wenn bei mir diese Fehlermeldungauftaucht, wenn ich für Messinvarianznvarianz testen möchte?
    Beispiel zur metrischen Invarianz (Skala kwb iwrd durch zwei Items wb01 und wb02 über 3 MZP abgebildet).
    model: kwb_1 BY wb01_1
    wb02_1(1);

    kwb_2 BY wb01_2
    wb02_2(1);

    kwb_3 BY wb01_3
    wb02_3(1);
    !Autokorrelation der Fehler der Indikatoren zulassen
    wb01_1 WITH wb01_2 wb01_3;
    wb01_2 WITH wb01_3;
    wb02_1 WITH wb02_2 wb02_3;
    wb02_2 WITH wb02_3;
    !Der Intercept des ersten Indikators auf 0 fixiert
    [wb01_1@0 wb01_2@0 wb01_3@0]

    !Die latenten Mittelwerte werden frei geschätzt
    [kwb_1 kwb_2 kwb_3];
    output: stdyx;
    Fehlermeldung:
    THE STANDARD ERRORS OF THE MODEL PARAMETER ESTIMATES COULD NOT BE
    COMPUTED. THE MODEL MAY NOT BE IDENTIFIED. CHECK YOUR MODEL.
    vielen Lieben Dank im Voraus und liebe Grüße

    • @QuantFish
      @QuantFish  Рік тому

      Liebe Frau Özsoy, ich vermute, dass Ihr Modell aufgrund der Fehlerkorrelationen unteridentifizeirt sein koennte. Daher bekommen Sie vermutlich diese Meldung. Mit nur 2 Indikatoren koennen Sie soweit ich mich erinnere nicht alle Fehlerkorrelationen frei schaetzen lassen. Ich favorisiere sowieso einen anderen (sparsameren) Ansatz mit einem Methodenfaktor fuer den 2. Indikator. Sie koennen das Video dazu hier ansehen:
      ua-cam.com/video/5kv4poKf6Cw/v-deo.html
      Auch sollten Sie pruefen, ob die Indikatoren jeweils zum selben Zeitpunkt hinreichend korreliert sind und ob die Faktoren ueber die Zeit hinweg substanziell korrelieren.
      Ich hoffe, das hilft Ihnen weiter! Beste Gruesse, Christian Geiser