#' @S3method qi gamma.net
qi.gamma.net <- function(obj, x=NULL, x1=NULL, y=NULL, num=1000, param=NULL) {
inv <- linkinv(param)
beta <- coef(param)
alpha <- alpha(param)
# Compute Expected Values
#
# ...
# @param simulations ...
# @param alpha ...
# @param x
# @return ...
compute.ev <- function (simulations, alpha, x) {
# Ensure 'setx' object is valid
if (is.null(x) || is.na(x))
return(NA)
# Construct eta, the value of the linear predictors before the
# inverse-link function is applied
eta <- beta %*% t(x)
# Construct theta, the f^-1(eta)
theta <- matrix(inv(eta), nrow=nrow(beta))
# Size-up a matrix for "ev" the expected values of the simulation
ev <- matrix(NA, nrow(theta), ncol(theta))
# Properly name the matrix dimensions
dimnames(theta) <- dimnames(ev) <- dimnames(eta)
# Scale according to ancillary parameters
ev <- theta / alpha
# Return
ev
}
ev1 <- compute.ev(beta, alpha, x)
ev2 <- compute.ev(beta, alpha, x1)
colnames(ev1) <- 1:ncol(ev1)
rownames(ev1) <- 1:nrow(ev1)
list(
"Expected Value (for X): E(Y|X)" = ev1,
"Expected Value (for X1): E(Y|X1)" = ev2,
"First Differences: E(Y|X1) - E(Y|X)" = ev2-ev1
)
}
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