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afthd (version 1.1.0)

Accelerated Failure Time for High Dimensional Data with MCMC

Description

Functions for Posterior estimates of Accelerated Failure Time(AFT) model with MCMC and Maximum likelihood estimates of AFT model without MCMC for univariate and multivariate analysis in high dimensional gene expression data are available in this 'afthd' package. AFT model with Bayesian framework for multivariate in high dimensional data has been proposed by Prabhash et al.(2016) .

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Version

Install

install.packages('afthd')

Monthly Downloads

489

Version

1.1.0

License

GPL-3

Maintainer

Atanu Bhattacharjee

Last Published

October 1st, 2021

Functions in afthd (1.1.0)

lgstbymv

Multivariate estimates of AFT model with log logistic distribution using MCMC.
hdata

Head and neck cancer data
rglwbysu

Bayesian univariate analysis of AFT model for selected covariates using regularization method.
lgnbyuni

Bayesian univariate analysis of AFT model with log normal distribution.
pvaft

Estimates of univariate covariates using Accelerated Failure time (AFT) model without MCMC.
rglwbysm

Bayesian multivariate analysis of AFT model for selected covariates using regularization method.
aftbybmv

Bayesian multivariate analysis of parametric AFT model with minimum deviance (DIC) among weibull, log normal and log logistic distribution.
lgnbymv

Bayesian multivariate analysis of AFT model with log normal distribution.
lgstbyuni

Univariate estimates of AFT model with log logistic distribution using MCMC.
rglaft

Estimates of selected univariate covariates(using regularization) in AFT model without MCMC.
wbyAgmv

Multivariate estimates of AFT model with weibull distribution using MCMC that supports augmented data.
wbyscrkm

Bayesian multivariate estimates for competing risk gene expression data using AFT model.
wbysuni

Posterior univariate estimates of AFT model with weibull distribution using MCMC.
wbysmv

Posterior multivariate estimates of AFT model with weibull distribution using MCMC.
wbyscrku

Bayesian univariate estimates for competing risk gene expression data using AFT model.