Naïve distribution [General Statistics]
Dear Helmut,
IMHO you are simulating the untransformed metrics (whatever it may be named: Cmax, AUC, ...) if you use
Thus change to:
and all is right with the world
:
Expected GMR: 0.95 – total CV 50 %.
Total sample size for = 80 % power: 194
Average study size: 196 ( 195 – 198 )
In 80.4 % of 10000 simulated studies BE was demonstrated.
Note: Unequal variances of T and R (F-test p <0.05) in 5.12 % of studies.
❝ P.S.: Any idea why I get unequal variances of T and R in ~28% of studies? I expect only ~5%…
IMHO you are simulating the untransformed metrics (whatever it may be named: Cmax, AUC, ...) if you use
rlnorm(). Thus change to:
# log-transformed data are normal distributed
T <- c(T, rnorm(group1, mean=log(GMR), sd=CV2se(CV1))
R <- c(R, rnorm(group2, mean=0, sd=CV2se(CV1))
and all is right with the world
:Expected GMR: 0.95 – total CV 50 %.
Total sample size for = 80 % power: 194
Average study size: 196 ( 195 – 198 )
In 80.4 % of 10000 simulated studies BE was demonstrated.
Note: Unequal variances of T and R (F-test p <0.05) in 5.12 % of studies.
—
Regards,
Detlew
Regards,
Detlew
Complete thread:
- Simulating center and group effects Helmut 2013-05-04 21:05
- Simulating center and group effects ElMaestro 2013-05-05 00:31
- Naïve pooling? Helmut 2013-05-05 14:34
- Naïve pooling? ElMaestro 2013-05-05 18:20
- Naïve distributiond_labes 2013-05-06 09:02
- Naïve distribution Helmut 2013-05-06 10:56
- Naïve pooling? Helmut 2013-05-05 14:34
- Simulating center and group effects ElMaestro 2013-05-05 00:31
