essp <-
function(x, Y, M = 50)
{
# Trimmed view or ESSP for M percent
# trimming. Allows visualization of g
# and crude estimation of c beta in models
# of the form y = g(x^T beta,e).
# Workstation need to activate a graphics
# device with command "X11()" or "motif()."
# R needs command "library(lqs)."
# Click on the right mouse button to finish.
# In R, highlight "stop."
x <- as.matrix(x)
tval <- M/100
out <- cov.mcd(x)
center <- out$center
cov <- out$cov
rd2 <- mahalanobis(x, center, cov)
val <- quantile(rd2, (1 - tval))
bhat <- lsfit(x[rd2 <= val, ], Y[rd2 <= val])$
coef
ESP <- x %*% bhat[-1]
plot(ESP, Y)
identify(ESP, Y)
return(bhat[-1])
}
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