Nothing
# Qlm estimating equation
Qlm.ee.u <- function(theta, X, w, bfun, EE, J = FALSE){
sigma <- exp(theta[1]); beta <- theta[-1]
p.i <- EE$p.i; delta <- EE$delta; deltaW <- EE$deltaW; deltaZW <- EE$deltaZW
# gradient
g.sigma.i <- -sigma*deltaZW
g.sigma <- sum(w*g.sigma.i)
g.beta.i <- -(X*deltaW)
g.beta <- c(w%*%g.beta.i)
g <- c(g.sigma, g.beta)
g.i <- cbind(g.sigma.i, g.beta.i)
H <- NULL
if(J){
# hessian
f <- dnorm(delta,0,sigma)
wf <- w*f
zi <- bfun$z(p.i)
wi <- do.call(bfun$w, Ltau(bfun$opt, p.i))
zwi <- zi*wi
a <- wf*X*wi
Hbeta <- t(a)%*%X
Hsigma <- sigma^2*sum(wf*zwi*zi) + g[1]
Hbetasigma <- sigma*rep(1,nrow(X))%*%(a*zi)
H <- cbind(c(Hsigma, Hbetasigma), rbind(Hbetasigma, Hbeta))
}
# output
list(g.i = g.i, g = g, H = H)
}
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