BGGM2.1.3 package

Bayesian Gaussian Graphical Models

impute_data

Obtain Imputed Datasets

map

Maximum A Posteriori Precision Matrix

plot.pcor_sum

Plot pcor_sum Object

summary.explore

Summary Method for explore.default Objects

weighted_adj_mat

Extract the Weighted Adjacency Matrix

zero_order_cors

Zero-Order Correlations

bggm_missing

GGM: Missing Data

BGGM-package

BGGM: Bayesian Gaussian Graphical Models

coef.estimate

Compute Regression Parameters for estimate Objects

coef.explore

Compute Regression Parameters for explore Objects

confirm

GGM: Confirmatory Hypothesis Testing

constrained_posterior

Constrained Posterior Distribution

convergence

MCMC Convergence

estimate

GGM: Estimation

explore

GGM: Exploratory Hypothesis Testing

fisher_r_to_z

Fisher Z Transformation

fisher_z_to_r

Fisher Z Back Transformation

gen_net

Simulate a Partial Correlation Matrix

gen_ordinal

Generate Ordinal and Binary data

ggm_compare_confirm

GGM Compare: Confirmatory Hypothesis Testing

ggm_compare_estimate

GGM Compare: Estimate

ggm_compare_explore

GGM Compare: Exploratory Hypothesis Testing

ggm_compare_ppc

GGM Compare: Posterior Predictive Check

pcor_mat

Extract the Partial Correlation Matrix

pcor_sum

Partial Correlation Sum

pcor_to_cor

Compute Correlations from the Partial Correlations

plot_prior

Plot: Prior Distribution

plot.confirm

Plot confirm objects

plot.ggm_compare_ppc

Plot ggm_compare_ppc Objects

plot.predictability

Plot predictability Objects

plot.roll_your_own

Plot roll_your_own Objects

plot.select

Network Plot for select Objects

plot.summary.estimate

Plot summary.estimate Objects

plot.summary.explore

Plot summary.explore Objects

plot.summary.ggm_compare_estimate

Plot summary.ggm_compare_estimate Objects

plot.summary.ggm_compare_explore

Plot summary.ggm_compare_explore Objects

plot.summary.select.explore

Plot summary.select.explore Objects

plot.summary.var_estimate

Plot summary.var_estimate Objects

posterior_predict

Posterior Predictive Distribution

posterior_samples

Extract Posterior Samples

precision

Precision Matrix Posterior Distribution

predict.estimate

Model Predictions for estimate Objects

predict.explore

Model Predictions for explore Objects

predict.var_estimate

Model Predictions for var_estimate Objects

predictability

Predictability: Bayesian Variance Explained (R2)

predicted_probability

Predicted Probabilities

print.BGGM

Print method for BGGM objects

prior_belief_ggm

Prior Belief Gaussian Graphical Model

prior_belief_var

Prior Belief Graphical VAR

regression_summary

Summarary Method for Multivariate or Univarate Regression

roll_your_own

Compute Custom Network Statistics

select.estimate

Graph Selection for estimate Objects

select.explore

Graph selection for explore Objects

select.ggm_compare_estimate

Graph Selection for ggm_compare_estimate Objects

select.ggm_compare_explore

Graph selection for ggm_compare_explore Objects

select

S3 select method

select.var_estimate

Graph Selection for var.estimate Object

summary.coef

Summarize coef Objects

summary.estimate

Summary method for estimate.default objects

summary.ggm_compare_estimate

Summary method for ggm_compare_estimate objects

summary.ggm_compare_explore

Summary Method for ggm_compare_explore Objects

summary.predictability

Summary Method for predictability Objects

summary.select.explore

Summary Method for select.explore Objects

summary.var_estimate

Summary Method for var_estimate Objects

var_estimate

VAR: Estimation

Fit Bayesian Gaussian graphical models. The methods are separated into two Bayesian approaches for inference: hypothesis testing and estimation. There are extensions for confirmatory hypothesis testing, comparing Gaussian graphical models, and node wise predictability. These methods were recently introduced in the Gaussian graphical model literature, including Williams (2019) <doi:10.31234/osf.io/x8dpr>, Williams and Mulder (2019) <doi:10.31234/osf.io/ypxd8>, Williams, Rast, Pericchi, and Mulder (2019) <doi:10.31234/osf.io/yt386>.

  • Maintainer: Philippe Rast
  • License: GPL-2
  • Last published: 2024-07-05