11-02-2015 03:49 PM
I would be grateful if you could help me with calculations of sample size if I have following data:
1. Outcome is binary (Yes/No), main hypothesis is "non-inferiority";
2. There are two planned analyses (60% - interim, 100% - final);
3. Non-inferiority margin = -20%;
4. True planed difference between reference and test drugs = -5% (reference effect=56% - Yes, test effect=51% - Yes);
5. Test one-tailed, alpha=5%, betta=80%.
I'm looking forward to hearing any suggestions or recommendations for solving this problem.
11-04-2015 08:44 PM
I recommend that you check out PROC POWER. It should have what you need. Also, read:
11-10-2015 02:46 AM
Thank you very much for your answer!
I think that I understand some key points at the moment and want to share with you (hope it is interesting) .
First of all there are 3 procedures in the SAS for SS calculation:
1. power procedure
2. glmpower procedure
3. seqdesign procedure
It is necessary to make some alpha (or/and beta correction for the analysis). The seqdesign procedure can present the alpha and beta spending functions for correction the SS in any sequential design (There are many types of it, I use Lan-DeMets O'brien-Fleming approximation spending function of alpha in my example).
When I have information about correction, I can use any of this three procedures for calculation using corrected alpha.