getpar: Function to calculate the parameter that specifies the...

In adaptTest: Adaptive Two-Stage Tests

Function to calculate the parameter that specifies the conditional error function running through a given point

Description

This function calculates the parameter that specifies the conditional error function running through a given point (p_1,p_2), based on a chosen family of conditional error functions.

Usage

getpar(typ, p1 = NA, p2 = p1, c = FALSE)

Arguments

typ	type of test: "b" for Bauer and Koehne (1994), "l" for Lehmacher and Wassmer (1999), "v" for Vandemeulebroecke (2006) and "h" for the horizontal conditional error function
p1	the p-value p_1 of the test after the first stage
p2	the p-value p_2 of the test after the second stage, defaults to p1
c	logical determining whether the parameter \alpha_2 or the parameter c is returned (\alpha_2 is the default).

Details

See parconv for more information on the two alternative parameterizations by \alpha_2 and c.

Value

getpar returns the parameter (either \alpha_2 or c, depending on the chosen parameterization) that specifies the conditional error function running through (p_1,p_2).

Author(s)

Marc Vandemeulebroecke

References

Bauer, P., Koehne, K. (1994). Evaluation of experiments with adaptive interim analyses. Biometrics 50, 1029-1041.

Lehmacher, W., Wassmer, G. (1999). Adaptive sample size calculations in group sequential trials. Biometrics 55, 1286-1290.

Vandemeulebroecke, M. (2006). An investigation of two-stage tests. Statistica Sinica 16, 933-951.

See Also

adaptTest package description, parconv, CEF

Examples

## Plot the conditional error function of the Lehmacher-Wassmer (1999)
##  type that runs through (p1,p2)=(0.3,0.7)
alpha2 <- getpar(typ="l", p1=0.3, p2=0.7)
plotCEF(typ="l", a2=alpha2, add=FALSE)

## Other ways of doing the same as above
plotCEF(typ="l", p1=0.3, p2=0.7, add=FALSE)
plot(CEF(typ="l", p1=0.3, p2=0.7), xlim=0:1)

adaptTest documentation built on Oct. 6, 2023, 5:08 p.m.