# Network Analysis of Dependencies of CRAN Packages

## Documentation for package ‘crandep’ version 0.3.13

- DESCRIPTION file.
- User guides, package vignettes and other documentation.
- Package NEWS.

## Help Pages

chi_citations | Citation network of CHI papers
cran_dependencies | Dependencies of CRAN packages
df_to_graph | Construct the giant component of the network from two data frames
dmix2 | Probability mass function (PMF) of 2-component discrete extreme value mixture distribution
dmix3 | Probability mass function (PMF) of 3-component discrete extreme value mixture distribution
dpol | Probability mass function (PMF) of Zipf-polylog distribution
get_dep | Multiple types of dependencies
get_dep_all_packages | Dependencies of all CRAN packages
get_graph_all_packages | Graph of dependencies of all CRAN packages
marg_pow | Marginal log-likelihood and posterior density of discrete power law via numerical integration
mcmc_mix1 | Markov chain Monte Carlo for TZP-power-law mixture
mcmc_mix1_wrapper | Wrapper of mcmc_mix1
mcmc_mix2 | Markov chain Monte Carlo for 2-component discrete extreme value mixture distribution
mcmc_mix2_wrapper | Wrapper of mcmc_mix2
mcmc_mix3 | Markov chain Monte Carlo for 3-component discrete extreme value mixture distribution
mcmc_mix3_wrapper | Wrapper of mcmc_mix3
mcmc_pol | Markov chain Monte Carlo for Zipf-polylog distribution
mcmc_pol_wrapper | Wrapper of mcmc_pol
obtain_u_set_mix1 | Obtain set of thresholds with high posterior density for the TZP-power-law mixture model
obtain_u_set_mix2 | Obtain set of thresholds with high posterior density for the 2-component mixture model
obtain_u_set_mix2_constrained | Obtain set of thresholds with high posterior density for the constrained 2-component mixture model
obtain_u_set_mix3 | Obtain set of thresholds with high posterior density for the 3-component mixture model
Smix2 | Survival function of 2-component discrete extreme value mixture distribution
Smix3 | Survival function of 3-component discrete extreme value mixture distribution
Spol | Survival function of Zipf-polylog distribution