Man pages for itrimhoch
Improved Trimmed Weighted Hochberg Procedures and Sample Size Optimization

find_k_given_rho_target_mvtnormFind the difference between the error rate when k and rho are...
find_k_target_mvtnormFind the difference between the error rate when k is...
find_rho_target_mvtnormFind the partial derivative of the error rate with respect to...
iHpTarget1Find the difference between the achieved power and the...
iHpTarget1mFind the difference between the achieved power and the...
iHpTarget2Find the difference between the achieved power and the...
iHpTarget2mFind the difference between the achieved power and the...
interpolate_zeroCalculate the x-coordinates of a function where zero...
itwcHochPowerPower for rejecting H1 using various types of the Hochberg...
optkThe two-step algorithm to calculate the best k value for the...
optrhoCalculate the rho value that reaches the maximum type I error...
optsamplesize_iHpCompute the optimal sample size for the improved trimmed...
optsamplesize_iHpmCompute the optimal sample size for the improved trimmed...
optsamplesize_tHpCompute the optimal sample size for the weighted trimmed or...
optsamplesize_wHolmpmCompute the optimal sample size for the weighted Holm...
optsamplesize_wHpCompute the optimal sample size for the weighted Hochberg...
tHpTarget1Find the difference between the achieved power and the...
tHpTarget2Find the difference between the achieved power and the...
typeIerror_Simes_mvtnormCalculate the type I error rate of the weighted Simes test
typeIerror_trimSimes_mvtnormCalculate the type I error rate of the trimmed weighted Simes...
wHolmTarget1Find the difference between the achieved power and the...
wHolmTarget1mFind the difference between the achieved power and the...
wHolmTarget2Find the difference between the achieved power and the...
wHolmTarget2mFind the difference between the achieved power and the...
wHpTarget1Find the difference between the achieved power and the...
wHpTarget2Find the difference between the achieved power and the...
itrimhoch documentation built on June 8, 2025, 11:54 a.m.