Nothing
elev.test <- function( y, x, test.value=0, data=NULL, alpha=0.05, method="SMA", robust=FALSE, V=matrix(0,2,2) )
{
# if ( is.null(data)==FALSE )
# {
# attach(data)
# }
if(!is.null(data))
stop("'data' argument no longer supported.")
iref <- ( is.na(x+y) == FALSE ) #to remove NA cases
n <- sum(iref)
res.df <- n - 2
fcrit <- qf( 1-alpha, 1, res.df )
dat <- cbind( y[iref], x[iref] )
if ( robust )
{
# get robust mean/var matrix:
q <- pchisq(3,2)
S <- huber.M(dat)
means <- S$loc
vr <- ( S$cov - V) *(n-1)
# get robust.factors (multipliers on variance matrix):
rfac <- robust.factor(dat,q)
r.factor1 <- rfac[1]
r.factor2 <- rfac[2]
}
else
{
r.factor1 <- 1
r.factor2 <- 1
means <- apply(dat,2,mean)
vr <- ( var(dat) - V )*(n-1)
}
r <- vr[1,2]/( ( vr[1,1]*vr[2,2] )^0.5 )
if ( (method==0) | (method=="OLS") )
{
b <- vr[1,2] / vr[2,2]
var.res <- ( vr[1,1] - 2*b*vr[1,2] + b^2*vr[2,2] ) / res.df
var.b <- var.res / vr[2,2]
}
else if ( (method==1) | (method=="SMA") )
{
b <- sign( vr[1,2] )*sqrt( vr[1,1] / vr[2,2] )
var.res <- ( vr[1,1] - 2*b*vr[1,2] + b^2*vr[2,2] ) / res.df
var.b <- ( vr[1,1] - (vr[1,2]^2)/vr[2,2] ) / res.df / vr[2,2]
}
else if ( (method==2) | (method=="MA") )
{
fac <- vr[1,1] - vr[2,2]
b <- ( fac + sqrt( fac^2 + 4*vr[1,2]^2) ) / 2 / vr[1,2]
var.res <- ( vr[1,1] - 2*b*vr[1,2] + b^2*vr[2,2] ) / res.df
var.fit <- ( b^2*vr[1,1] + 2*b*vr[1,2] + vr[2,2] ) / res.df
var.b <- 1 / ( var.res/var.fit + var.fit/var.res - 2)*( 1 + b^2 )^2 / res.df # Use Fisher info
}
a <- means[1] - b*means[2]
var.a <- var.res/n*r.factor2 + var.b*means[2]^2*r.factor1
t <- (a - test.value)/sqrt(var.a)
pvalue <- 2*pt( -abs(t), res.df )
# if ( is.null(data)==FALSE )
# {
# detach(data)
# }
list( t=t, a=a, p=pvalue, a.ci=c( a-sqrt(var.a*fcrit), a+sqrt(var.a*fcrit) ), test.value=test.value )
}
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