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#' Computes (a translation of) the loglikelihood for the transformed parameter
#'
#' @param adj_positions positions of spatial effect (if embedded)
#' @param logParm the transformed parameter
#' @param matList the list of matrices (pairwise + spatial)
#' @param dataset an n (observations) x d (dimension) matrix
#' @param interaction_effects list of interaction effects (vectors of names)
#' @param joint_estimation estimates everything jointly if TRUE,
#' uses a 2 step procedure if FALSE
#'
#' @returns (a translation of) the loglikelihood
#' @keywords internal
LogLikLogParm_02 <- function(adj_positions, logParm, matList, dataset,
interaction_effects=list(),
joint_estimation=FALSE){
if(joint_estimation){
mus = logParm[1:ncol(dataset)]
logsigmas = logParm[(ncol(dataset)+1):(2*ncol(dataset))]
sigmas = exp(logsigmas)
parm = backward_transform_param(logParm[-(1:(2*ncol(dataset)))])
} else{
# dataset is already normalized by the first step, so no need for mu, sigma
mus = NULL
sigmas = NULL
parm = backward_transform_param(logParm)
}
if(names(parm)[length(parm)]=="beta"){
# "Round down" if parameters are too close to the edge
parm[1:(length(parm)-1)][parm[1:(length(parm)-1)]>=(1-1e-8)] = .99
parm[1:(length(parm)-1)][parm[1:(length(parm)-1)]<1e-8] =
rep(0.001/(length(parm)-1),sum(parm[1:(length(parm)-1)]<1e-8))
if(sum(parm[1:(length(parm)-1)])>=(1-1e-8)){
parm[1:(length(parm)-1)] =
parm[1:(length(parm)-1)] / sum(parm[1:(length(parm)-1)]) * (1 - 1e-8)
}
parm[length(parm)] = parm[length(parm)] * (parm[length(parm)] < 1-1e-4) +
1e-4*(parm[length(parm)]>=1-1e-4)
} else{
# "Round down" if parameters are too close to the edge
parm[parm>=(1-1e-8)] = .99
parm[parm<1e-8] = rep(0.001/length(parm),sum(parm<1e-8))
if(sum(parm)>=(1-1e-8)){
parm = parm / sum(parm) * (1 - 1e-8)
}
}
LogLikParm_02(adj_positions=adj_positions,
parm,
matList,
dataset,
interaction_effects=interaction_effects,
mus=mus,
sigmas=sigmas)
}
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