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linear2btl <- function(object, order=FALSE){
# Takes a lm or glm object and computes BTL parameters
# and the covariance matrix using the delta method.
# Assumes a design matrix as returned by pcX() with the reference
# category being the first level.
# Discards the order effect when computing the covariance matrix.
#
# Author: Florian Wickelmaier <wickelmaier@web.de>
# Last mod: 2007/Oct/04, FW
if(order){
beta <- object$coef[-length(object$coef)]
cov.beta <- summary(object)$cov.un[1:length(beta), 1:length(beta)]
}else{
beta <- object$coef
cov.beta <- summary(object)$cov.un
}
estimate <- exp(c(0, beta)) / sum(exp(c(0, beta))) # BTL parameters
h <- estimate[1] * estimate[-1]
H1 <- estimate[-1] %*% t(estimate[-1]) - diag(estimate[-1])
H <- rbind(h, H1)
cov.btl <- H %*% cov.beta %*% t(H)
out <- cbind(estimate, se=sqrt(diag(cov.btl)))
ans <- list(btl.parameters=out, cova=cov.btl, linear.coefs=beta)
ans
}
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