Class defining the Study
HRHazard ratio to be detected
alphaSignificance level [0,1] (see also two-sided indicator)
powerPower [0,1]
two.sidedIf TRUE, two sided test will be used (i.e. alpha/2).
rControl:Experimental subject balance (1:r), i.e. nE/nC=r. r=1 corresponds to equally
many subjects in both arms. 2 means we have twice the number of subjects in the experimental arm.
Specifically floor(r*N/(r+1)) subjects are
allocated to the experimental arm and all other subjects are allocated to the control arm.
NNumber of subjects to be recruited (integer)
study.durationNumber of months the study will be going.
ctrlSpecA CtrlSpec object which calculates the control group median. This object will be created automatically when calling a constructor for the Study class.
dropoutA list of CtrlSpec object which calculates the median drop out rate for the control arm (index 1) and active arm (index 2). This object will be created automatically when calling a constructor for the study class
dropout.shapeThe Weibull shape parameter of the dropout hazard function
knon-uniformity of accrual (integer, 1=uniform). Non-uniform accrual is allowed for using the following distribution for the probability of a patient entering the trial at time b within the accrual period [0,B]: F(b)=b_k/B_k; f(b)=k b_{k-1}/B_k where k is the measure of non-uniformity (k>0). k=1 indicates uniform accrual. This implies that during the first half of the accrual period, 1/2^k of the patients will be recruited. Half of the patients will be recruited by time B/2^{1/k}.
acc.periodAccrual time in months
shapeThe Weibull shape parameter
followupThe time a subject is followed after randomization, if Inf then there is no fixed time period
typeCharacter: The study type, either "Oncology" or "CRGI"
lag.settingsThe LaggedEffect object describing any lag effect for the study
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