View source: R/dabcd_min_var.r
dabcd_min_var | R Documentation |
dabcd_min_var
can be used for doubly adaptive biased coin design with minimal variance
strategy for binary outcomes, targeting generalized Neyman allocation and generalized RSIHR allocation. The return
of this function is a vector of allocation probabilities to each arm, with the pre-specified number of participants in the trial.
dabcd_min_var(NN, Ntotal1, armn, type, dabcd = FALSE, gamma = 2)
NN |
a vector representing the number of participants with success results for each arm estimated from the current data . |
Ntotal1 |
a vector representing the total number of participants for each arm estimated from the current data. |
armn |
number of total arms in the trial. |
type |
allocation type, with choices from 'RSIHR' and 'Neyman'. |
dabcd |
an indicator of whether to apply Hu & Zhang's formula (\insertCiteHu2004RARtrials), with choices from FALSE and TRUE. TRUE represents allocation probabilities calculated using Hu & Zhang's formula; FALSE represents allocation probabilities calculated before applying Hu & Zhang's formula. Default value is set to FALSE. |
gamma |
tuning parameter in Hu & Zhang's formula (\insertCiteHu2004RARtrials). When |
The function simulates allocation probabilities for doubly adaptive biased coin design with minimal variance strategy targeting
generalized Neyman allocation and generalized RSIHR allocation with 2-5 arms. The output of this function is based on Hu \&
Zhang's formula \insertCiteHu2004RARtrials.
With more than two armd the one-sided nominal level of each test is alphaa
divided by arm*(arm-1)/2
; a Bonferroni correction.
A vector of allocation probabilities to each arm.
Chuyao Xu, Thomas Lumley, Alain Vandal
Hu2004RARtrials
dabcd_min_var(NN=c(54,67,85,63,70),Ntotal1=c(100,88,90,94,102),armn=5, type='Neyman')
dabcd_min_var(NN=c(54,67,85,63),Ntotal1=c(100,88,90,94),armn=4,type='RSIHR')
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