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HiddenMarkov (version 1.8-13)

Hidden Markov Models

Description

Contains functions for the analysis of Discrete Time Hidden Markov Models, Markov Modulated GLMs and the Markov Modulated Poisson Process. It includes functions for simulation, parameter estimation, and the Viterbi algorithm. See the topic "HiddenMarkov" for an introduction to the package, and "Change Log" for a list of recent changes. The algorithms are based of those of Walter Zucchini.

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Version

Install

install.packages('HiddenMarkov')

Monthly Downloads

1,249

Version

1.8-13

License

GPL (>= 2)

Maintainer

Last Published

April 27th, 2021

Functions in HiddenMarkov (1.8-13)

HiddenMarkov-dthmm-deprecated

Discrete Time HMM - Deprecated Functions
HiddenMarkov-package

Overview of Package HiddenMarkov
Change Log

Changes Made to Package HiddenMarkov
Demonstration

Demonstration Examples
HiddenMarkov-internal

Internally Used Functions
HiddenMarkov-mmpp-deprecated

Markov Modulated Poisson Process - Deprecated Functions
Estep

E-Step of EM Algorithm for DTHMM
BaumWelch

Estimation Using Baum-Welch Algorithm
HiddenMarkov-defunct

Defunct Functions in Package HiddenMarkov
logLik

Log Likelihood of Hidden Markov Model
Mstep

M-Step of EM Algorithm for DTHMM
residuals

Residuals of Hidden Markov Model
compdelta

Marginal Distribution of Stationary Markov Chain
summary

Summary of Hidden Markov Model
bwcontrol

Control Parameters for Baum Welch Algorithm
forwardback

Forward and Backward Probabilities of DTHMM
mmpp-2nd-level-functions

Markov Modulated Poisson Process - 2nd Level Functions
dthmm

Discrete Time HMM Object (DTHMM)
mchain

Markov Chain Object
mmpp

Markov Modulated Poisson Process Object
Viterbi

Viterbi Algorithm for Hidden Markov Model
Transform-Parameters

Transform Transition or Rate Matrices to Vector
probhmm

Conditional Distribution Function of DTHMM
mmglm-2nd-level-functions

Markov Modulated Generalised Linear Model - 2nd Level Functions
mmglm

Markov Modulated GLM Object
simulate

Simulate Hidden Markov Process
neglogLik

Negative Log-Likelihood