R/des_one_stage.R
des_one_stage.Rddes_one_stage determines one-stage two-arm randomised clinical trial
designs, assuming the primary outcome variable is Bernoulli distributed. It
supports a flexible framework for specifying which scenarios to control the
type-I and type-II error-rates for, and allows for design determination
assuming a variety of test statistics. In all instances, des_one_stage
computes the optimal required sample size in each arm, the associated optimal
stopping boundaries, and returns information on key operating
characteristics.
des_one_stage( type = "binomial", alpha = 0.1, beta = 0.2, delta = 0.2, ratio = 1, Pi0 = 0.1, Pi1 = Pi0[1], nCmax = 50L, summary = FALSE )
| type | A |
|---|---|
| alpha | A |
| beta | A |
| delta | A |
| ratio | A |
| Pi0 | A |
| Pi1 | A |
| nCmax | A |
| summary | A |
A list with additional class "ph2rand_des",
containing each of the input parameters along with several additional
variables, including
A list in the slot $boundaries giving the
rejection boundary/boundaries of the optimal design. The names of these
elements depends on the value of type.
A tibble in the slot $feasible summarising the
operating characteristics of the feasible designs.
A numeric in the slot $nC giving the sample size
in the control arm for the optimal design.
A numeric in the slot $nE giving the sample size
in the experimental arm for the optimal design.
A tibble in the slot $opchar summarising the
operating characteristics of the optimal design.