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#### this is fucntion for locial fisher DA of kernel PCA
#### now here x can be matrix, data.frame, or kernel matrix, here we can use the kernel version of discriminant
LFDAKPC <- function(x,y, n.pc,usekernel = FALSE, fL = 0,kernel.name = "rbfdot", kpar=list(0.001), kernel="gaussian",threshold = 1e-5,...){
LFDAKPC <- list()
class(LFDAKPC ) <- "Local Fisher Discriminant Analysis of Kernel principle components"
# kpca
## require(kernlab)
LFDAKPC.train <- kernlab::kpca(~.,data=x,kernel = kernel.name,
kpar = kpar,
th = threshold,...)
if (is.null(n.pc)){
LFDAKPC.rotation.train <- as.data.frame(LFDAKPC.train@rotated)
} else {
LFDAKPC.rotation.train <- as.data.frame(LFDAKPC.train@rotated[,1:n.pc])}
# KPC + klda
klda.rotation.train <- LFDA(LFDAKPC.rotation.train,y,r=n.pc,usekernel =usekernel,
fL = fL,kernel=kernel,...)
LDs <- as.matrix(LFDAKPC.rotation.train) %*% as.matrix(klda.rotation.train$T)
labels <- as.factor(y)
LFDAKPC $kpca<- LFDAKPC.train
LFDAKPC $kpc=LFDAKPC.rotation.train
LFDAKPC $LFDAKPC<- klda.rotation.train
LFDAKPC $LDs <- LDs
LFDAKPC $label <- labels
LFDAKPC $n.pc=n.pc
return(LFDAKPC )
}
### once predict, r or n.pc should be the same with the input data, or the transformation will not work
#' @export
predict.LFDAKPC <- function(object,prior=NULL, testData,...){
n.pc=object$n.pc
# kpca
if(is.null(prior)==TRUE){
prior=object$LFDAKPC$prior
}
predict.kpca <- kernlab::predict(object = object$kpca,
testData)[,1:n.pc]
# kpca + lfda = klfdapc
predicted_LDs <- predict.kpca %*% object$LFDAKPC$Tr
predict.LFDAKPC <- predict.LFDA(object$LFDAKPC,prior,
testData = predict.kpca,...)
return(list(predicted_LDs=predicted_LDs,predict.LFDAKPC=predict.LFDAKPC))
}
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