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Cobin and micobin regression models are scalable and robust alternative to beta regression model for continuous proportional data. See the following paper for more details:
Lee, C. J., Dahl, B. K., Ovaskainen, O., Dunson, D. B. (2025). Scalable and robust regression models for continuous proportional data. arXiv preprint arXIV:2504.15269 https://arxiv.org/abs/2504.15269
A dedicated Github repository for reproducing the analysis in the paper is available at https://github.com/changwoo-lee/cobin-reproduce. This R package repository contains the functions for the cobin and micobin regression models, as well as sampler for Kolmogorov-Gamma random variables.
Install the package from GitHub:
# install.packages("devtools")
::install_github("changwoo-lee/cobin") devtools
Glossaries: GLM: generalized linear model; GLMM: generalized linear mixed model; GP: Gaussian process; NNGP: nearest neighbor Gaussian process; cobin: continuous binomial; micobin: mixture of continuous binomial;
Comparison of cobin and beta density
Comparison of micobin and beta density
Please see MMI data analysis code corresponding to the Section 6 of the paper(https://arxiv.org/abs/2504.15269). More detailed examples TBA.
dcobin(x, theta, lambda)
: Density of \(\mathrm{cobin}(\theta, \lambda^{-1})\) at
xrcobin(n, theta, lambda)
: Random variate generation
from \(\mathrm{cobin}(\theta,
\lambda^{-1})\)dmicobin(x, theta, psi)
: Density of \(\mathrm{micobin}(\theta, \psi)\) at xrmicobin(n, theta, psi)
: Random variate generation from
\(\mathrm{micobin}(\theta, \psi)\)cobinreg()
: fit Bayesian cobin GLM or GLMMmicobinreg()
: fit Bayesian micobin GLM or GLMMcobinreg()
: fit spatial cobin regressonmicobinreg()
: fit Bayesian cobin GLM or GLMMqcb()
, rcb()
: quantile and random variate
generation of continuous BernoullidIH()
: density of Irwin-Hall distributionbft()
: \(B(x) =
\log((\exp(x)-1)/x)\), cumulant (log partition) functionbftprime()
: \(B'(x) =
1/(1-\exp(-x))-1/x\), corresponding to inverse of cobit link
functionbftprimeprime()
, bftprimeprimeprime()
:
\(B''(x)\) and \(B'''(x)\)bftprimeinv()
: inverse of \(B'(x)\), corresponding to cobit link
functionVft()
: \(B''((B')^{-1}(\mu))\), variance
function of cobincobinfamily()
: a list of functions and expressions
needed to fit cobin GLMglm.cobin()
: fit cobin GLM using iteratively reweighted
least squares (stats::glm.fit
). Supports link functions
“cobit”, “logit”, “probit”, “cloglog”, “cauchit”.These binaries (installable software) and packages are in development.
They may not be fully stable and should be used with caution. We make no claims about them.