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markovchain (version 0.3.1)

Easy Handling Discrete Time Markov Chains

Description

Functions and S4 methods to create and manage discrete time Markov chains (DTMC) more easily. In addition functions to perform statistical (fitting and drawing random variates) and probabilistic (analysis of DTMC proprieties) analysis are provided.

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Install

install.packages('markovchain')

Monthly Downloads

7,544

Version

0.3.1

License

GPL-2

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Maintainer

Giorgio Spedicato

Last Published

July 7th, 2015

Functions in markovchain (0.3.1)

firstPassage

First passage across states
preproglucacon

Preprogluccacon DNA protein bases sequences
absorbingStates

Various function to perform structural analysis of DTMC
priorDistribution

Prior Distribution
states

Defined states of a transition matrix
is.irreducible

Function to check if a Markov chain is irreducible
holson

Holson data set
inferHyperparam

Function to infer the hyperparameters for Bayesian inference from an a priori matrix or a data set
conditionalDistribution

conditionalDistribution of a Markov Chain
predictiveDistribution

Function to compute the probability of observing a new data set, given a data set
ctmc-class

Class "ctmc"
markovchain-class

Class "markovchain"
markovchainList-class

Class "markovchainList"
transitionProbability

Function to get the transition probabilities from initial to subsequent status.
rctmc

Function to generate a sequence of random CTMC transitions.
steadyStates

Stationary states of a markovchain objeect
markovchainListFit

Fit a markovchainList
blanden

Mobility between income quartiles
markovchain-package

Easy Handling Discrete Time Markov Chains
rain

Alofi island daily rainfall
craigsendi

CD4 cells counts on HIV Infects between zero and six month
generatorToTransitionMatrix

Function to obtain the transition matrix from the generator.
markovchainFit

Function to fit a discrete Markov chain
is.accessible

Verify if a state j is reachable from state i.
rmarkovchain

Function to generate a sequence of states from homogeneous or non-homogeneous Markov chains.