Nothing
## The S3 version
QdaClassic <- function (x, ...) UseMethod("QdaClassic")
QdaClassic.formula <- function(formula, data, ..., subset, na.action)
{
m <- match.call(expand.dots = FALSE)
m$... <- NULL
m[[1]] <- as.name("model.frame")
m <- eval.parent(m)
Terms <- attr(m, "terms")
grouping <- model.response(m)
x <- model.matrix(Terms, m)
xint <- match("(Intercept)", colnames(x), nomatch=0)
if(xint > 0)
x <- x[, -xint, drop=FALSE]
res <- QdaClassic.default(x, grouping, ...)
## res$terms <- Terms
## fix up call to refer to the generic, but leave arg name as formula
cl <- match.call()
cl[[1]] <- as.name("QdaClassic")
res@call <- cl
## res$contrasts <- attr(x, "contrasts")
## res$xlevels <- .getXlevels(Terms, m)
## res$na.action <- attr(m, "na.action")
res
}
QdaClassic.default <- function(x,
grouping,
prior = proportions,
tol = 1.0e-4, ...)
{
if(is.null(dim(x)))
stop("x is not a matrix")
xcall <- match.call()
x <- as.matrix(x)
n <- nrow(x)
p <- ncol(x)
if(length(grouping) == 1) {
# this is the number of groups and the groups are of equal size
ng = grouping
ni = n/ng
if(ng*ni < n)
stop("nrow(x) is not divisible by the number of groups")
grouping <- rep(0,0)
for(i in 1:ng)
grouping <- c(grouping, rep(i,ni))
}else if(length(grouping) > 1 && length(grouping) < n) {
# grouping contains a vector with the group sizes
ng <- length(grouping)
if(sum(grouping) != n)
stop("nrow(x) is not equal to n1+n2+...+nn")
gx <- rep(0,0)
for(i in 1:ng)
gx <- c(gx, rep(i,grouping[i]))
grouping <- gx
}
if(n != length(grouping))
stop("nrow(x) and length(grouping) are different")
g <- as.factor(grouping)
lev <- lev1 <- levels(g)
counts <- as.vector(table(g))
if(!missing(prior)) {
if(any(prior < 0) || round(sum(prior), 5) != 1)
stop("invalid prior")
if(length(prior) != nlevels(g))
stop("prior is of incorrect length")
prior <- prior[counts > 0]
}
if(any(counts == 0)) {
warning(paste("group(s)", paste(lev[counts == 0], collapse=" "),"are empty"))
lev1 <- lev[counts > 0]
g <- factor(g, levels=lev1)
counts <- as.vector(table(g))
}
proportions <- counts/n
ng <- length(proportions)
names(g) <- NULL
names(prior) <- levels(g)
xcov <- .allcovClass(x, grouping)
## inv <- solve(xcov$wcov)
## ldf <- xcov$means %*% inv
## ldfconst <- diag(log(prior) - ldf %*% t(xcov$means)/2)
return (new("QdaClassic", call=xcall, prior=prior, counts=counts,
center=xcov$means,
cov=xcov$cov,
covinv=xcov$covinv,
covdet=xcov$covdet,
method="Quadratic Discriminant Analysis (QDA)",
control=NULL,
X=x,
grp=g))
}
.allcovClass <- function(x, grouping){
xcall <- match.call()
x <- as.matrix(x)
n <- nrow(x)
p <- ncol(x)
dimn <- dimnames(x)
if(!is.factor(g <- grouping))
g <- as.factor(grouping)
lev <- levels(g)
counts <- as.vector(table(g))
if(any(counts == 0)) {
stop(paste("group(s)", paste(lev[counts == 0], collapse=" "),"are empty"))
}
ng <- length(counts/n)
# compute group means and covariance matrices for each group
mX <- matrix(0,ng,p)
covX <- array(0,c(p,p,ng))
covInv <- array(0,c(p,p,ng))
covdet <- vector(mode="numeric", length=ng)
for(i in 1:ng){
tmpc <- cov.wt(as.matrix(x[which(g == lev[i]),]))
mX[i,] <- tmpc$center
covX[,,i] <- tmpc$cov
covInv[,,i] <- solve(tmpc$cov)
covdet[i] <- det(tmpc$cov)
}
dimnames(mX) <- list(levels(g), dimn[[2]])
dimnames(covX) <- list(dimn[[2]], dimn[[2]], levels(g))
dimnames(covInv) <- list(dimn[[2]], dimn[[2]], levels(g))
names(covdet) <- levels(g)
ans <- list(call=xcall, means=mX, cov=covX, covinv=covInv, covdet=covdet)
class(ans) <- "allcov"
return(ans)
}
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