simplePower | R Documentation |
This function calculates the power for the given number of events and rejection boundary at each analysis for group sequential design
simplePower( events = c(126, 210), events0 = NULL, events1 = NULL, hr = 0.6, r = 0.5, bd.p = NULL, sf = gsDesign::sfLDOF, alpha = 0.025, variance = "H0" )
events |
A vector of target events for IAs and FA |
events0 |
A vector of target events for IAs and FA for control arm. Required when variance option is H1. |
events1 |
A vector of target events for IAs and FA for experimental arm Required when variance option is H1. |
hr |
Hazard ratio (smaller better) |
r |
Proportion of experimental arm subjects among all subjects |
bd.p |
A vector of rejection bound in one-sided p value. When bd.p is specified, sf and alpha are ignored. |
sf |
Alpha spending function. Default sf = gsDesign::sfLDOF, i.e., LanDeMets implementation of O'Brien Fleming spending function. |
alpha |
Overall alpha for the test in the group sequential design. Default, alpha = 0.025. Alpha must be one-sided. When bd.p is specified, alpha will be re-calculated. Required when bd.p is not specified. |
variance |
Option for variance estimate. "H1" or "H0". Default H1, which is usually more conservative than H0. |
events Target events at each analysis
bd Rejection ounds at each analysis
marg.power Marginal power at each analysis
cum.power Cumulative power by each analysis
overall.power Overall power
CV Critical value (minimum detectable difference)
corr Correlation matrix
#(1) O'Brien Fleming alpha spending, variance under H0 simplePower(events=c(126, 210), events0=NULL, events1=NULL, hr = 0.6, r = 0.5, bd.p=NULL, sf=gsDesign::sfLDOF, alpha=0.025, variance="H0") #(2) O'Brien Fleming alpha spending, variance under H1 simplePower(events=c(126, 210), events0=c(66,115), events1=c(60,95), hr = 0.6, r = 0.5, bd.p=NULL, sf=gsDesign::sfLDOF, alpha=0.025, variance="H1") #(3) Customized rejection bounds, variance under H1 simplePower(events=c(126, 210), events0=c(66,115), events1=c(60,95), hr = 0.6, r = 0.5, bd.p=c(0.004,0.024), sf=NULL, alpha=NULL, variance="H1") simplePower(events=c(208, 287), events0=c(66,115), events1=c(60,95), hr = 0.6, r = 0.5, bd.p=c(0.016933/2,0.044898/2), sf=NULL, alpha=NULL, variance="H0") simplePower(events=c(231, 287), events0=c(66,115), events1=c(60,95), hr = 0.6, r = 0.5, bd.p=c(0.016933/2,0.044898/2), sf=NULL, alpha=NULL, variance="H0")
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