Nothing
"kdist2ktab" <- function (kd, scale = TRUE, tol=1e-07) {
if (!inherits(kd,"kdist")) stop ("objet 'kdist' expected")
if (!all(attr(kd,"euclid"))) stop ("Euclidean distances expected")
ndist <- length(kd)
nind <- attributes(kd)$size
distnames <- attributes(kd)$names
if(is.null(distnames)) distnames <- paste("D", 1:ndist, sep = "")
rnames <-attributes(kd)$label
if(is.null(rnames)) rnames <- as.character(1:nind)
"representationeuclidienne" <- function (x) {
# x est un vecteur demi-matrice du kdist
d <- matrix(0,nind,nind)
d[col(d)<row(d)] <- x
d <- d+t(d)
d <- (-0.5)*bicenter.wt(d*d)
# d est une matrice de produits scalaires
eig <- eigen(d, symmetric = TRUE)
ncomp <- sum(eig$values > (eig$values[1] * tol))
d <- eig$vectors[, 1:ncomp]
variances <- eig$values[1:ncomp]
d <- t(apply(d, 1, "*", sqrt(variances)))
# d est une représentation euclidienne
if (scale) {
inertot <- sum(variances)
d <- d/sqrt(inertot)
d = d*sqrt(nrow(d))
}
d <- data.frame(d)
row.names(d) <- rnames
names(d) <- paste("C", 1:ncomp, sep = "")
return(d)
}
res <- lapply(kd, representationeuclidienne)
names (res) <- distnames
for (k in 1:ndist) {
cha <- distnames[k]
ncomp <- ncol(res[[k]])
names(res[[k]]) <- paste(substring (cha,1,4), 1:ncomp,sep="")
}
w.row <- rep(1,nind)/nind
w.col <- lapply(res, function(x) rep(1, ncol(x)))
res <- ktab.list.df (res, w.row=w.row,w.col=w.col )
return(res)
}
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