#' Expectation step for mixture of univariate Gaussians
#'
#' @param X NxD data matrix.
#' @param model Model parameters.
#' @return Updated model parameters.
#' @export
#'
expectUniGauss = function(X, model){
alpha = model$alpha
v = model$v
beta = model$beta
m = model$m
W = model$W
N = length(X)
D = 1
K = length(v)
logRho = matrix(NA, N, K)
ElnPi = digamma(alpha) - digamma(sum(alpha))
for (k in 1:K){
ElnLa = D*log(2*pi) - log(0.5 * (1/W[k])) + digamma(0.5*v[k]) # (10.65)
ExmuLaxmu = 1/beta[k] + v[k]*((X-m[k])^2)*W[k] # (10.64)
logRho[,k] = ElnPi[k] + 0.5*ElnLa - 0.5*ExmuLaxmu # (10.46)
}
logSumExpLogRho = apply(logRho, 1, log_sum_exp)
logResp = sweep(logRho, MARGIN = 1, STATS = logSumExpLogRho, FUN = "-")# 10.49
Resp = apply(logResp, 2, exp)
model$logResp = logResp
model$Resp = Resp
model
}
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