Nothing
#### (invisible function)
#### Approximation of the negative log-gamma distribution by Gaussian mixtures
#### Compute mixture parameters, given degrees of freedom (n)
#### with R(v) components, weights w(v), means m(v) and variances v(v)
## This file is based on the bayesf MATLAB package found on S. Fruehwirth-Schnatters'
## website
## <http://statmath.wu.ac.at/~fruehwirth/monographie/>.
#### last version: 2019/01/07
#### This function is not meant to be called directly by the user.
#------ individual mixtures -------------------------------------------------- -
# R(v)= 10 components for 1 <= v <= 4 ... range = 1
# R(v)= 9 components for 5 <= v <= 19 ... range = 2
#----- parameterized mixtures ------------------------------------------------ -
# R(v)= 4 components for 20 <= v <= 49 ... range = 3
# R(v)= 3 componnets for 50 <= v <= 439 ... range = 4
# R(v)= 2 components for 440 <= v <= 1599 ... range = 5
# R(v)= 2 components for 1600 <= v <= 10000 ... range = 6
# R(v)= 2 components for 10000 <= v <= 30000 ... range = 7
#----------------------------------------------------------------------------- -
compute_mixture <- function(n, mcomp){
# get individual or parameterized mixture components from mixcomp_poisson()
if(n <= 30000){
m <- mcomp$m[n, ]
v <- mcomp$v[n, ]
w <- mcomp$w[n, ]
} else {
m <- 0
v <- 1
w <- 1
m <- sqrt(trigamma(n))*m + (-1)*digamma(n)
v <- trigamma(n)*v
}
nc <- length(m)
out <- list(m = m, v = v, w = w)
return(out)
}
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