library(FAIRsimulator)
The following study will be simulated:
Three cohorts of children. The first recruited at age 0, the second at age 6 month and the third at age 12 month. There are 4 treatments in each age interval 0-6, 6-12 and 12-18 months. At age 6 and 12 months, the children are randomized to new treatments. The initial randomization probabilities are 0.25, 0.25, 0.25 and 0.25. The first treatment, SoC, will always have a probability of 0.25 while the other three treatments in each age interval will be updated based on the posterior probability of being the best treatment, as estimated based on the previous cohort in the same interval.
First we initialise the study:
## Set the recrutment rate to something really fast RecruitmentRatefunction<-function(StudyObj,Cohort) { return(5000) #Instantaneous randomization } StudyObj <- createStudy(RecruitmentFunction = RecruitmentRatefunction)
Then execute it:
StudyObj <- AdaptiveStudy(StudyObj)
plotStudyCohorts(StudyObj)
The number of subjects in each cohort is the result of recruitment rate, dropout and completion (i.e. being moved to the next cycle).
plotActiveSubjects(StudyObj)
plotHAZ(StudyObj)
plotHAZTreatmentEff(StudyObj)
Each cohort has a set of randomization probabilities. When subjects move to later cycles, they get assigned to new treatments according to probabilities that have been updated based on the previous cohort in the same age range. The randomization probabilities can be listed:
kable(StudyObj$CohortList %listmap% "RandomizationProbabilities",digits = 2)
Once a study is finished, each cohort have updated randomization probabilities. These probabilities are available even if they were never used to inform the randomization of treatments in other cohorts. For example Cohort 1 in Cycle 3 will not inform the randomization in any other cohorts, since there are no cohorts following it.
kable(StudyObj$CohortList %listmap% "UpdateProbabilities",digits=2)
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