Thanks for this Video! My question is: Is there a possibility to not only 'combine' the estimated paths (like you showed via excel) but to somehow get 'combined' modell-fit-indices?
I performed the analysis using FIML, but the problem is- even if my variables are nominal, the imputed data converts the data into continuous, while maintaining the measure status. For example: In original- Strongly disagree is 1; disagree is 2; somewhat disagree is 3; In imputed- Strongly disagree is 1.5; disagree is 2,3; somewhat disagree is 3.5; Does anyone know how to fix this issue?
Thank you very much! This is very helpful and informative. You had a lot of work there. Your effort is very appreciated. Also, thank you for all the links. Karma and Kudos to you, 😊
Thank you so much for your videos! Nice to have an authoritative voice who also is an effective online teacher!
Dr. Crowson's videos and powerpoints are the best! It is impossible not to learn from them. Thank you, Dr. Crowson!
Dear Professor Crowson, thank you for the video, could you kindly advise how to deal with CFA if I want to apply MI?
Thanks for the video! Is there any way to estimate the pooled variance and pooled model fit?
Thanks for this Video! My question is: Is there a possibility to not only 'combine' the estimated paths (like you showed via excel) but to somehow get 'combined' modell-fit-indices?
I performed the analysis using FIML, but the problem is- even if my variables are nominal, the imputed data converts the data into continuous, while maintaining the measure status.
For example:
In original- Strongly disagree is 1; disagree is 2; somewhat disagree is 3;
In imputed- Strongly disagree is 1.5; disagree is 2,3; somewhat disagree is 3.5;
Does anyone know how to fix this issue?
Thank you, Mike!
Thank you very much! This is very helpful and informative. You had a lot of work there. Your effort is very appreciated. Also, thank you for all the links. Karma and Kudos to you, 😊
You are very welcome Luis! Have a great day!
Why can't you save it in a single file?
Fantastic! thank you!
This is fantastic. #Bayesgod
Thanks for visiting! I'm glad you found this helpful! Happy New Year.