FutRuleExample2: Simulation-based selection of an optimal futility stopping...

Description Arguments Value See Also Examples

Description

Consider a Phase II or Phase III trial with three treatment arms that correspond to two doses of an experimental treatment versus a control and assume that the primary efficacy endpoint is a binary endpoint (response rate, i.e., a higher value indicates a more favorable outcome). A futility assessment will be performed for each treatment arm at an interim look using conditional power and a treatment arm will be dropped if conditional power is below a pre-defined futility threshold. An optimal value of the futility threshold can be found by computing the sensitivity and specificity rates associated with the futility stopping rule and then identifying the threshold that simultaneously maximizes both rates.

The following design parameters will be assumed in the trial:

The calculations will be performed under the following set of treatment effect assumptions:

Operating characteristics of the futility stopping rule (sensitivity and specificity rates) and an optimal futility threshold will be computed using the FutRule function based on 1,000 simulation runs. A list of all trial design parameters (parameters) needs to be set up as shown below and passed to this function. A detailed simulation report can be generated using the GenerateReport function and a graphical user interface can be launched by calling the FutRuleApp function.

Arguments

No arguments

Value

No return value

See Also

FutRule, FutRuleExample1, FutRuleExample3

Examples

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# List of all parameters
parameters = list()

# Endpoint type
parameters$endpoint_type = "Binary"

# Direction of favorable outcome
parameters$direction = "Higher"

# Number of enrolled patients (control, three treatments)
parameters$sample_size = c(75, 75, 75, 75)

# Dropout rate
parameters$dropout_rate = 0.05

# Response rate in the control arm 
parameters$control_rate = 0.35

# Response rates in the treatment arms 
parameters$treatment_rate = c(0.45, 0.5, 0.55)

# Information fraction
parameters$info_frac = 0.3

# One-sided alpha level
parameters$alpha = 0.025

# Number of simulations, you should prefer more
parameters$nsims = 100

# Run simulations to compute characteristics of the futility stopping rule
results = FutRule(parameters)

# Generate a simulation report (remove tempfile)
GenerateReport(results, 
              tempfile("FutRule Binary endpoint.docx", fileext=".docx"))

MedianaDesigner documentation built on Oct. 11, 2021, 9:10 a.m.