CGBayesNets
CGBayesNets learns and performs inference on Conditional Gaussian Bayesian Networks to model relationships and predict outcomes from datasets containing both discrete and continuous variables.
Key Features:
- Mixed Data Type Modeling: Supports Bayesian network analysis of datasets containing both discrete and continuous variables without requiring discretization.
- Conditional Gaussian Bayesian Network Framework: Implements algorithms specifically designed for Conditional Gaussian Bayesian Networks to model dependencies in mixed genomic data.
- Multiple Network Learning Algorithms: Provides four network structure learning algorithms that balance computational cost with network likelihood.
- Probabilistic Inference Functions: Includes inference routines for predicting phenotypes and other outcomes using Bayesian network models.
- Model Validation Methods: Supports cross-validation, bootstrapping, and Area Under the Curve (AUC) evaluation for assessing predictive performance.
Scientific Applications:
- Genomic Predictive Modeling: Predicts clinical phenotypes and biological traits using mixed genomic datasets containing discrete and continuous variables.
- Multi-Omics Data Analysis: Analyzes integrated datasets from genomics, metabolomics, and gene expression studies to identify probabilistic relationships among variables.
Methodology:
CGBayesNets applies Conditional Gaussian Bayesian Network learning algorithms to mixed discrete and continuous datasets and performs probabilistic inference with validation procedures including cross-validation, bootstrapping, and AUC evaluation.
Topics
Details
- Tool Type:
- plugin
- Operating Systems:
- Linux, Windows, Mac
- Programming Languages:
- MATLAB
- Added:
- 5/8/2018
- Last Updated:
- 12/10/2018
Operations
Publications
McGeachie MJ, Chang H, Weiss ST. CGBayesNets: Conditional Gaussian Bayesian Network Learning and Inference with Mixed Discrete and Continuous Data. PLoS Computational Biology. 2014;10(6):e1003676. doi:10.1371/journal.pcbi.1003676. PMID:24922310. PMCID:PMC4055564.