Nothing
###################################################################
# Main function for univariate case, ordinal exposure, distribution
###################################################################
pow_uni_dist_pmf <- function(prev, logOR, p, xvals, size.2sided=0.05,
sampleSize=1000, lam=0.5, interval=c(-7, 7), tol=0.0001) {
beta <- logOR
# Get the intercept in the general pop
alphastar <- getPopInt_dist_pmf(beta, prev, p, xvals, interval=interval, tol=tol)
# Compute the prevalence of x=1 in the case-control population
temp <- pdcc_dist_pmf(prev, alphastar, beta, p, xvals, lam)
px1 <- temp$px1.case
px0 <- temp$px1.control
pxcc <- temp$px1
# Get the intercept in the cc pop
alphacc <- getCCInt_dist_pmf(beta, pxcc, xvals, lam, interval=interval, tol=tol)
# Compute information matrix
info <- getInfo_dist_pmf(alphacc, beta, lam, prev, p, xvals, px1, px0)
# Get the variances for the Wald and score test
temp <- getVar_dist_pmf(px1, px0, xvals, lam, info)
var.wald.null <- temp$var.wald.null
var.wald.alt <- temp$var.wald.alt
var.score.null <- temp$var.score.null
var.score.alt <- temp$var.score.alt
# Compute sample sizes for Wald test
temp <- getPower(sampleSize, size.2sided, logOR, var.wald.null, var.wald.alt)
pow.wald.1 <- temp$pow.eq1
pow.wald.2 <- temp$pow.eq2
# Compute sample sizes for score test
mu1 <- getMean_pmf(xvals, px1)
mu0 <- getMean_pmf(xvals, px0)
temp <- getPower(sampleSize, size.2sided, mu1-mu0, var.score.null, var.score.alt)
pow.score.1 <- temp$pow.eq1
pow.score.2 <- temp$pow.eq2
list(pow.wald.1=pow.wald.1, pow.wald.2=pow.wald.2,
pow.score.1=pow.score.1, pow.score.2=pow.score.2)
} # END: pow_uni_dist_pmf
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