View source: R/functions_multiarm_normal.R
PsProg_normal | R Documentation |
Given we get the "go"-decision in phase II, this functions now calculates the probability that the results of the confirmatory trial (phase III) are significant, i.e. we have a statistically relevant positive effect of the treatment.
PsProg_normal(
kappa,
n2,
alpha,
beta,
Delta1,
Delta2,
step1,
step2,
strategy,
case
)
kappa |
threshold value for the go/no-go decision rule |
n2 |
total sample size for phase II; must be even number |
alpha |
significance level |
beta |
1-beta power for calculation of sample size for phase III |
Delta1 |
assumed true treatment effect for standardized difference in means |
Delta2 |
assumed true treatment effect for standardized difference in means |
step1 |
lower boundary for effect size |
step2 |
upper boundary for effect size |
strategy |
choose Strategy: 1 ("only best promising"), 2 ("all promising") or 3 (both) |
case |
different cases: 1 ("nogo"), 21 (treatment 1 is promising, treatment 2 is not), 22 (treatment 2 is promising, treatment 1 is not), 31 (both treatments are promising, treatment 1 is better), 32 (both treatments are promising, treatment 2 is better) |
The function PsProg_normal() returns the probability of a successful program.
res <- PsProg_normal(kappa = 0.1 ,n2 = 50 ,alpha = 0.05, beta = 0.1,
Delta1 = 0.375, Delta2 = 0.625, step1 = 0, step2 = 0.5,
strategy = 3, case = 31)
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