HD-GMCM
HD-GMCM models high-dimensional biological data using Gaussian mixture copulas to decouple marginal distributions from inter-variable dependencies for improved clustering and patient subtyping.
Key Features:
- Decoupling Marginals and Dependencies: Uses copulas to separate marginal distribution modeling from dependency structure modeling, enabling flexible representation of complex dependencies.
- High-Dimensional Scalability: Overcomes parameter-inference challenges of traditional copula-based methods to scale to high-dimensional genomic and clinical datasets.
- Robustness to Non-Gaussian Data: Handles non-Gaussian marginal distributions and increases resilience to outliers via Gaussian mixture copulas.
- Improved Clustering Performance: Captures latent structures in high-dimensional gene-expression and clinical datasets to yield superior model-based clustering results.
- Interpretable Subtype Characterization: Explicit modeling of dependencies permits interpretation of clusters and characterization of patient subtypes.
Scientific Applications:
- Precision Medicine: Facilitates accurate patient subtyping to inform tailored therapeutic strategies.
- Oncology — Lung cancer (TCGA): Applied to lung cancer data from The Cancer Genome Atlas (TCGA) as a case study demonstrating practical utility in oncology research.
- Clinical Subtype Discovery: Supports identification of clinically relevant subtypes for personalized treatment planning and survival analysis.
Methodology:
HD-GMCM employs Gaussian mixture copulas to model marginal distributions and dependency structures independently for model-based clustering in high-dimensional datasets.
Topics
Details
- Tool Type:
- command-line tool
- Added:
- 11/14/2019
- Last Updated:
- 12/7/2020
Operations
Publications
Kasa SR, Bhattacharya S, Rajan V. Gaussian mixture copulas for high-dimensional clustering and dependency-based subtyping. Bioinformatics. 2019;36(2):621-628. doi:10.1093/bioinformatics/btz599. PMID:31368480.
PMID: 31368480
Funding: - Singapore Ministry of Education Academic Research Fund: R-253-000-139-114