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#Varimax rotation for PCAmix in two dimensions
# Input :
# A=matrix of loadings
# indexj = the index vector of the selected variables
# p = the total number of variables
# p1 = the number of quantitative variables
# Output :
# theta = the angle of rotation
# T = the matrix of rotation
sol.2dim <- function(A,indexj,p,p1)
{
uj <- rep(NA,p)
vj <- rep(NA,p)
v1 <- A[,1]^2-A[,2]^2
v2 <- A[,1]*A[,2]
if (p1 >0) {
uj[1:p1]<-v1[1:p1]
vj[1:p1]<-2*v2[1:p1]
}
if ((p-p1) >0)
for (j in (p1+1):p) {
uj[j] <- sum(v1[which(indexj==j)])
vj[j] <- 2*sum(v2[which(indexj==j)])
}
a <- 2*p*sum(uj*vj) - 2*sum(uj)*sum(vj)
b <- p*sum(uj^2-vj^2) - sum(uj)^2+sum(vj)^2
if (a>=0) {
r <- acos(b/sqrt(a^2+b^2))
theta <- r/4
} else {
r <- -acos(b/sqrt(a^2+b^2))
theta <- r/4
}
theta <- as.numeric(theta)
T <- matrix(c(cos(theta),-sin(theta),sin(theta),cos(theta)),2,2,byrow=TRUE)
return(list(theta=theta,T=T))
}
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