bspmma-package {bspmma} | R Documentation |
bspmma: Bayesian Semiparametric Models for Meta-Analysis
Description
Two functions carry out Gibbs' sampler routines to estimate the posterior distributions from either a non-parametric Bayesian model for random effects meta-analysis, or from a semi-parametric model. A group of three functions are used to compute Bayes factors to compare the two models. Three sample datasets are included. There are routines for graphing the posteriors and computing summary statistics.
Details
Package: | bspmma |
Version: | 0.1-2 |
Date: | 2019-01-19 |
License: | GPL-2 |
LazyLoad: | yes |
Built: | R 2.9.2; ; 2012-07-13 19:04:37 UTC; unix |
Index:
bf.c Compute Bayes Factors for Comparing Values of the Dirichlet Precision Parameter in the Conditional Dirichlet Model bf.c.o Compute Bayes Factors for Conditional vs. Ordinary Dirichlet Models bf.o Compute Bayes Factors for Comparing Values of the Dirichlet Precision Parameter in the Ordinary Dirichlet Model bf1 Generate Chains for Computation of Bayes Factors bf2 Compute Constants for Multi-Chain Algorithm to Compute Bayes Factors breast.17 Aspirin and Breast Cancer: 17 studies bspmma-package bspmma: Bayesian Semiparametric Models for Meta-Analysis caprie.3grps CAPRIE Study: Three Risk Groups ddtm.s Decontamination of the Digestive Tract Mortality, Short Dataset describe.post Brief summary statistics of the posterior for convenient comparison of several models dirichlet.c Mixture of Conditional Dirichlet Model dirichlet.o Mixture of Ordinary Dirichlet Model draw.bf Plot Function for Bayes Factors draw.post Overlapping Plots of Posterior Distributions for Several Models print.dir.cond printing method for objects of class dir.cond print.dir.ord printing method for objects of class dir.ord
The main functions are explained in Burr (2012), and are
illustrated on the datasets breast.17
and ddtm.s
.
The function dirichlet.c
carries out the Markov chain Monte Carlo
(MCMC) algorithm to simulate data from the posterior distribution under
the conditional Dirichlet model described in Burr and Doss (2005).
The computation of Bayes factors is carried out in functions
bf1
, bf2
, bf.c
, bf.o
, and bf.c.o
,
which implement a multi-chain algorithm described in Doss (2012).
Author(s)
Deborah Burr
Maintainer: Deborah Burr <burr@stat.ufl.edu>
References
Burr, Deborah (2012). “bspmma: An R package for Bayesian semi-parametric models for meta-analysis.” Journal of Statistical Software 50(4), 1–23. http://www.jstatsoft.org/v50/i04/.
Doss, Hani (2012). “Hyperparameter and model selection for nonparametric Bayes problems via Radon-Nikodym derivatives.” Statistica Sinica 22, 1–26.