Non-inferiority tests whether a new treatment is not worse than control by more than a pre-specified margin .
Continuous NI
power_compute("rct_noninferiority_continuous", "a_priori", d = 0.1,
ni_margin = 0.2, alpha = 0.025, power = 0.8, n1 = 100, n2 = 100)
#> ggpower result
#> Test: Clinical: Non-inferiority trial (continuous)
#> Analysis: a_priori
#>
#> Input parameters
#> tails: one
#> effect_size_d: 0.1
#> ni_margin: 0.2
#> sample_size_group_1: 175
#> sample_size_group_2: 176
#> alpha: 0.025
#> target_power: 0.8
#>
#>
#> Output parameters
#> noncentrality_parameter: 2.810238
#> critical_t: 1.966785
#> df: 349
#> total_sample_size: 351
#> actual_power: 0.800255
#>
#>
#> Notes
#> - One-sided NI test: H0 difference <= -margin vs H1 difference > -margin.
#> - A priori sample sizes are rounded up to integer values and actual power is recomputed.Binary NI (normal approximation)
power_compute("rct_noninferiority_binary", "post_hoc", p0 = 0.5, p1 = 0.55,
ni_margin = 0.1, alpha = 0.025, n1 = 200, n2 = 200)
#> ggpower result
#> Test: Clinical: Non-inferiority trial (binary)
#> Analysis: post_hoc
#>
#> Input parameters
#> tails: one
#> p_treatment: 0.55
#> p_control: 0.5
#> ni_margin: 0.1
#> sample_size_group_1: 200
#> sample_size_group_2: 200
#> alpha: 0.025
#>
#>
#> Output parameters
#> z_statistic: 3.007528
#> total_sample_size: 400
#> power: 0.8525803
#>
#>
#> Notes
#> - Normal approximation for NI on proportions (one-sided).