Description Fields Methods See Also
StatMixHMMR contains all the statistics associated to a MixHMMR model, in particular the E-Step of the EM algorithm.
tau_ikMatrix of size (n, K) giving the posterior probabilities that the curve y_{i} originates from the k-th HMMR model.
gamma_ikjrArray of size (nm, R, K) giving the posterior probabilities that the observation y_{ij} originates from the r-th regime of the k-th HMM model.
loglikNumeric. Log-likelihood of the MixHMMR model.
stored_loglikNumeric vector. Stored values of the log-likelihood at each iteration of the EM algorithm.
klasRow matrix of the labels issued from tau_ik. Its elements are
klas[i] = z_i, i = 1,…,n.
z_ikHard segmentation logical matrix of dimension (n, K) obtained by the Maximum a posteriori (MAP) rule: z_ik = 1 if z_i = arg max_k P(z_{ik} = 1 | y_{i}; Ψ) = tau_ik; 0 otherwise.
smoothedMatrix of size (m, K) giving the smoothed time series.
The smoothed time series are computed by combining the polynomial
regression components with both the estimated posterior regime
probabilities gamma_ikjr and the corresponding estimated posterior
cluster probability tau_ik. The k-th column gives the estimated mean
series of cluster k.
BICNumeric. Value of BIC (Bayesian Information Criterion).
AICNumeric. Value of AIC (Akaike Information Criterion).
ICL1Numeric. Value of ICL (Integrated Completed Likelihood Criterion).
log_alpha_k_fyiPrivate. Only defined for calculations.
exp_num_transPrivate. Only defined for calculations.
exp_num_trans_from_lPrivate. Only defined for calculations.
computeStats(paramMixHMMR)Method used in the EM algorithm to compute statistics based on
parameters provided by the object paramMixHMMR of class
ParamMixHMMR.
EStep(paramMixHMMR)Method used in the EM algorithm to update statistics based on parameters
provided by the object paramMixHMMR of class ParamMixHMMR
(prior and posterior probabilities).
MAP()MAP calculates values of the fields z_ik and klas
by applying the Maximum A Posteriori Bayes allocation rule.
z_ik = 1 if z_i = arg max_k P(z_{ik} = 1 | y_{i}; Ψ) = tau_ik; 0 otherwise.
ParamMixHMMR
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