VIGoR
VIGoR performs variational Bayesian inference to jointly estimate multiple linear learners for genome-wide regression and variable selection in high-dimensional multimodal datasets.
Key Features:
- R package implementation: Implemented as an R package for execution within R-based analysis environments.
- Multiple linear learners: Supports joint estimation of diverse linear learners within a unified model.
- Penalized regression and spike and slab priors: Integrates penalized regression methods and spike and slab priors for variable selection and shrinkage.
- Variational Bayesian inference: Uses variational Bayesian inference to approximate posterior distributions for scalable Bayesian estimation.
- Fast minorize-maximization algorithms: Employs fast minorize-maximization algorithms to accelerate convergence of variational updates.
- Handling multimodal and high-dimensional explanatory variables: Accommodates multimodal and high-dimensional covariates typical of genomic datasets.
Scientific Applications:
- Genome-wide regression: Applied to genome-wide regression analyses to model associations between genotypes and phenotypes.
- Variable selection in genomic studies: Used for variable selection and shrinkage in high-dimensional genetic data.
- Multimodal data integration: Facilitates integration of multimodal explanatory variables in a single regression framework.
- Genetic research and personalized medicine: Supports uncovering complex relationships in genomic data relevant to genetic research and personalized medicine.
Methodology:
Integrates penalized regression and spike and slab priors into a joint-model framework and estimates parameters via variational Bayesian inference using fast minorize-maximization algorithms.
Topics
Details
- License:
- MIT
- Cost:
- Free of charge
- Tool Type:
- library
- Operating Systems:
- Mac, Linux, Windows
- Programming Languages:
- R
- Added:
- 8/13/2022
- Last Updated:
- 11/24/2024
Operations
Publications
Onogi A, Arakawa A. An R package VIGoR for joint estimation of multiple linear learners with variational Bayesian inference. Bioinformatics. 2022;38(12):3306-3309. doi:10.1093/bioinformatics/btac328. PMID:35575313. PMCID:PMC9191213.