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FPCA_3D_score <-
function(X,prop){
##read the dimension of the array
m <- dim(X)[1]
n <- dim(X)[2]
t <- dim(X)[3]
k <- dim(X)[4]
####calculate the fourier series for each image and combine then into a big matrix
FC <- matrix(rep(0,(2*m-1)*(2*n-1)*(2*t-1)*k),ncol=k)
for (i in 1:k){
FC[,i] <- as.vector(FFT2FS_3D(X[,,,i]))
}
####calculate the svd of the C matrix
C_svd <- svd(FC/sqrt(k));
C_value <- (C_svd$d)^2;
C_prop = cumsum(C_value)/sum(C_value);
C_ind = which(C_prop > prop)[1];
C_vector <- C_svd$u;
C_score <- t(FC) %*% C_vector;
colnames(C_score) = sapply(1:length(C_value),function(x){paste("FPC_",x,sep="")});
rlt = as.matrix(C_score[,c(1:C_ind)]);
return(rlt)
}
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