metamicrobiomeR
metamicrobiomeR analyzes microbiome relative abundance data and conducts study-level meta-analysis to test differential relative abundances and synthesize estimates across multiple studies.
Key Features:
- Zero-Inflated Beta GAMLSS: Applies Generalized Additive Models for Location, Scale, and Shape (GAMLSS) with a zero-inflated beta (BEZI) family to model relative abundance data that contain many zeros and are constrained to relative abundance scales.
- Differential Abundance Testing: Tests for differential relative abundances between comparison groups and provides estimates as log(odds ratios) of relative abundances.
- Meta-Analysis with Random Effects Models: Performs random effects meta-analysis to pool comparable estimates and their standard errors and to assess overall effects and heterogeneity across studies.
- Simulation Validation: Validates the performance of GAMLSS-BEZI through simulation studies.
- Real Data Application: Applies the methods to real microbiome datasets to demonstrate practical applicability.
Scientific Applications:
- Infant gut microbiome sex comparison: Compares gut microbiomes between male and female infants during the first six months of life.
- Cross-study synthesis: Integrates findings across multiple microbiome studies to derive consistent, pooled conclusions and evaluate heterogeneity.
Methodology:
Implements GAMLSS with a zero-inflated beta (BEZI) family to estimate log(odds ratios) for differential relative abundance testing; pools study-specific estimates and standard errors using random effects meta-analysis to assess overall effects and heterogeneity; validated by simulation studies and applied to real microbiome datasets.
Topics
Details
- Maturity:
- Mature
- Cost:
- Free of charge
- Tool Type:
- library
- Operating Systems:
- Linux, Windows, Mac
- Programming Languages:
- R
- Added:
- 5/17/2019
- Last Updated:
- 6/16/2020
Operations
Publications
Ho NT, Li F, Wang S, Kuhn L. metamicrobiomeR: an R package for analysis of microbiome relative abundance data using zero-inflated beta GAMLSS and meta-analysis across studies using random effects models. BMC Bioinformatics. 2019;20(1). doi:10.1186/s12859-019-2744-2. PMID:30991942. PMCID:PMC6469060.