expected power averages the power curve over a Prior conditional on
p >= pmcr where pmcr is the minimal clinically relevant response probability.
For a PointMass prior, expected power reduces to power at the respective
probability atom.
Power(prior, bounds = NULL)
| prior |
|
|---|---|
| pmcr | minimal clinically relevant response rate |
# \donttest{ load_julia_package() design <- Design(c(0, 25, 20, 11, 0, 0, 0), c(Inf, 10, 8, 6, -Inf, -Inf, -Inf)) power <- Power(Beta(5, 7) >= 0.3) # unconditional expected power evaluate(power, design)#> [1] 0.5531565#> [1] 0.5872499#> [1] 0.4237216# expected power given 1 stage one response and 8 out of 12 stage two responses evaluate(power, design, x1 = 1, partial = c(8, 12))#> [1] 0.9643757#> [1] 25.88261# }