The function calculates the confidence limits (either 1-sided or 2-sided) via the
distribution of the error variance the CV is based on.
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CVCL(CV, df, side = c("upper","lower","2-sided"), alpha =0.05)
Arguments
CV: Coefficient of variation as ratio (not percent)
df: degrees of freedom of the CV (error variance)
side: Side(s) to calculate the confidence limits for, defaults to upper
alpha: Type I error probability, aka significance level
Returns
Numeric vector of the confidence limits named as lower CL and upper CL.
In case of the one-sided upper confidence limit the lower CL is = 0.
In case of the one-sided lower confidence limit the upper CL is = Inf.
Author(s)
D. Labes
Examples
# upper one-sided 95% CL of a CV=0.3 # from a study with df=22 (f.i. a 2x2 crossover with n=24)# default side="upper" since not explicitly givenCVCL(0.3, df =22)# should give:# lower CL upper CL # 0.0000000 0.4075525