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## gamma3 negative log-likelihood functions
.gamma3.d0 <- function(pars, likdata) {
likdata$y <- as.matrix(likdata$y)
nhere <- rowSums(is.finite(likdata$y))
out <- gamma3d0(split(pars, likdata$idpars), likdata$X[[1]], likdata$X[[2]], likdata$X[[3]], likdata$y, likdata$dupid, likdata$duplicate, nhere)
out
}
.gamma3.d12 <- function(pars, likdata, sandwich = FALSE) {
likdata$y <- as.matrix(likdata$y)
nhere <- rowSums(is.finite(likdata$y))
out <- gamma3d12(split(pars, likdata$idpars), likdata$X[[1]], likdata$X[[2]], likdata$X[[3]], likdata$y, likdata$dupid, likdata$duplicate, nhere)
out
}
.gamma3.d34 <- function(pars, likdata) {
likdata$y <- as.matrix(likdata$y)
nhere <- rowSums(is.finite(likdata$y))
out <- gamma3d34(split(pars, likdata$idpars), likdata$X[[1]], likdata$X[[2]], likdata$X[[3]], likdata$y, likdata$dupid, likdata$duplicate, nhere)
out
}
.gamma3fns <- list(d0=.gamma3.d0, d120=.gamma3.d12, d340=.gamma3.d34)
.qgamma3 <- function(x, location, scale, shape) {
location + qgamma(x, shape = shape, scale = scale)
}
.pgamma3 <- function(x, location, scale, shape) {
pgamma(x - location, shape = shape, scale = scale)
}
.gamma3_unlink <- list(NULL, function(x) exp(x), function(x) exp(x))
attr(.gamma3_unlink[[2]], "deriv") <- .gamma3_unlink[[2]]
attr(.gamma3_unlink[[3]], "deriv") <- .gamma3_unlink[[3]]
.gamma3fns$q <- .qgamma3
.gamma3fns$unlink <- .gamma3_unlink
.gamma3fns$initfn <- function(lst) {
yy <- lst$y
loc <- min(yy, na.rm = TRUE) - .1
yy <- yy - loc
ybar <- mean(yy, na.rm = TRUE)
vbar <- var(as.vector(yy), na.rm = TRUE)
inits <- vbar / ybar
inits <- c(inits, c(ybar / inits))
inits <- log(inits)
inits <- c(loc, inits)
inits
}
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