Class defining the Study
HR
Hazard ratio to be detected
alpha
Significance level [0,1] (see also two-sided indicator)
power
Power [0,1]
two.sided
If TRUE, two sided test will be used (i.e. alpha/2).
r
Control: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.
N
Number of subjects to be recruited (integer)
study.duration
Number of months the study will be going.
ctrlSpec
A CtrlSpec object which calculates the control group median. This object will be created automatically when calling a constructor for the Study class.
dropout
A 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.shape
The Weibull shape parameter of the dropout hazard function
k
non-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.period
Accrual time in months
shape
The Weibull shape parameter
followup
The time a subject is followed after randomization, if Inf then there is no fixed time period
type
Character: The study type, either "Oncology" or "CRGI"
lag.settings
The LaggedEffect
object describing any lag effect for the study
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