Description Usage Arguments Value Examples
Calculates the minimum recruitment time and number of patients needed to achieve the targeted number of events befor administrative study end.
1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 |
N |
a two column matrix containing the size of both recruitment groups per
row, representing the number of recruited patients per group and timepoint ( |
tn |
a vecotr of length = |
M |
a two column matrix containing the size of both recruitment groups per
row, representing the number of future recruited patients per group and timepoint ( |
tm |
a vecotr of length = |
theta |
a number greater 0 defining the assumed hazard ratio. |
nEvents |
a number greater 0 defining the targeted number of events to achieve the planned power. |
L |
a number defining the timepoint for administrative censoring.
If no administrative censoring is planned |
from |
a number > 0 defining the minimum number of recruitment steps. Default is 1, starting with the first recruited batch of patients. |
lambda |
a number greater 0 defining the hazard rate for the survival process of
group1. For the parametrization see |
sigma, kappa |
a number greater 0 defining the shape parameter for the survival- and the censor process. Only needed if distS or distC is set to weibull. Default is 1 resulting in an exponential distribution. |
distS, distC |
a character string defining the distribution of the survival- and the censor process. Default is 'exponential'. |
gamma |
a number greater 0 defining the overall hazard rate for the censor process. |
a list with the minimum needed batches of recruits defined by N (rec_batch
),
the minimum time for recruitment dependend on tn (rec_time
) and the minimum amount of
patients (rec_total_number
).
1 2 3 4 5 |
Add the following code to your website.
For more information on customizing the embed code, read Embedding Snippets.