That thread is from 2013, so I also want to provide some newer info:
- support for repeated measures and also summarizes how much of the mixed model realm that PROC GLMPOWER supports
- a discussion of power for generalized linear models with a discrete response
In general, GLMPOWER is suitable if you omit random effects and assume no missing data. I don't have further recommendations for procedures that apply to your case study. If you are motivated and a good programmer, you can obtain empirical estimates through simulation or use SAS/IML to implement the special formulas mentioned in the R documentation/code that you link to.
The main procedure for analysis of power for GLM-type models is the GLMPOWER procedure. It enables you to compute power and sample sizes for ANOVA models, repeated ANOVA models, GLM models with continuous covariates, and more. It uses the same syntax as the GLM procedure in SAS.
I am not an expert at using this procedure, but there is an example of a repeated measures ANOVA analysis in the example section of the doc.
I see. In that case, I refer you to a previous thread about power analysis for mixed models that discusses two books and a website that might be useful for you.
That thread is from 2013, so I also want to provide some newer info:
- support for repeated measures and also summarizes how much of the mixed model realm that PROC GLMPOWER supports
- a discussion of power for generalized linear models with a discrete response
In general, GLMPOWER is suitable if you omit random effects and assume no missing data. I don't have further recommendations for procedures that apply to your case study. If you are motivated and a good programmer, you can obtain empirical estimates through simulation or use SAS/IML to implement the special formulas mentioned in the R documentation/code that you link to.
April 27 – 30 | Gaylord Texan | Grapevine, Texas
Walk in ready to learn. Walk out ready to deliver. This is the data and AI conference you can't afford to miss.
Register now and lock in 2025 pricing—just $495!
ANOVA, or Analysis Of Variance, is used to compare the averages or means of two or more populations to better understand how they differ. Watch this tutorial for more.
Find more tutorials on the SAS Users YouTube channel.