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################################
#### Hyper spherical-spherical regression
#### Tsagris Michail 11/2013
#### mtsagris@yahoo.gr
#### References: Chang Ted (1986)
#### Spherical egession. Annals of statistics, 14(3): 907-924
################################
hspher.reg <- function(y, x, xnew = NULL) {
## x is the independent variable
## y is the dependent variable
d <- dim(y)[2] ## dimensionality of the hyper-sphere
xy <- crossprod(x, y) ## crossprod(X, Y) / n, division by n not necessary though
b <- svd(xy) ## SVD of the XY matrix
A <- tcrossprod(b$v, b$u )
if ( det(A) < 0 ) {
b$u[, d] <- - b$u[, d]
A <- tcrossprod(b$v, b$u )
}
est <- NULL
if ( !is.null(xnew) ) est <- tcrossprod(xnew, A)
list(A = A, est = est)
}
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