get_oc_3arm | R Documentation |
Obtain the operating characteristics of Two-Stage Screened Selection Design for Randomized Phase II Trials with Time-to-Event Endpoints for 3 arms. The arguments for this function are from outputs of the functions of optimal()
and sample_size_3arm()
get_oc_3arm(shape, m0, mA, hr2, hr3, frac, ta, tf, c1, c, diff, n, nsim, seed = 2483)
shape |
the shape parameter of weibull distribution |
m0 |
the median survival time of historical data |
mA |
the median survival time of arm A |
hr2 |
the hazard ratio of arm B to arm A |
hr3 |
the hazard ratio of arm C to arm A |
frac |
the ratio of sample size in stage 1 compared to total sample size (e.g., n1/n) |
ta |
the accrual duration |
tf |
the follow-up duration |
c1 |
the critical value at stage 1 |
c |
the critical value at stage 2 |
diff |
the equivalence margin |
n |
the total sample size for each arm |
nsim |
the number of simulated trials |
seed |
the seed. The default value is seed = 2483 |
get_oc_3arm()
returns: (1) n: total sample size for each arm (2) SSD.Arm.A: selection probability of Arm A (3) SSD.Arm.B: selection probability of Arm B (4) SSD.Arm.C: selection probability of Arm C (5) SSD.No.Arm: the probability of no arms selected (6) diff: the equivalence margin (7) Mean.N.Arm.A: the average number of patients allocated to Arm A (8) Mean.N.Arm.B: the average number of patients allocated to Arm B (9) Mean.N.Arm.C: the average number of patients allocated to Arm C
Chia-Wei Hsu, Haitao Pan, Jianrong Wu
Jianrong Wu, Haitao Pan, Chia-Wei Hsu (2021). "Two-Stage Screened Selection Designs for Randomized Phase II Trials with Time-to-Event Endpoints." Submitted
## c1, n, c they all come from optimal function. Details are shown as follows: ## Not run: optimal(shape = 1, m0 = 1, ms = 2, tf = 3, ta = 24, tot_size = 21, dist = "WB") | alpha | beta | n1 | c1 | n | c | t1 | MTSL | ESS | PS | 0.05 | 0.14 | 16 | -0.0463 | 21 | 1.644 | 17.8248 | 27 | 18.3983 | 0.4815 ## End(Not run) get_oc_3arm(shape = 1, m0 = 1, mA = 2, hr2 = 1, hr3 = 0.6, frac = 16/21, ta = 24, tf = 3, c1 = -0.0463, c = 1.644, diff = 0, n = 21, nsim = 10000, seed = 2483)
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