TGCnA

TGCnA models temporal gene coexpression networks from transcriptomic time-course data using a low-rank plus sparse decomposition to capture shared and time-specific covariance structure.


Key Features:

  • Low-Rank Plus Sparse Framework: Jointly models multiple covariance matrices across time points by decomposing each covariance into a low-rank component that captures network similarity across time and a sparse component that captures time-specific changes.
  • Scalability: Scales to large gene networks and high-throughput transcriptomic datasets to accommodate many genes and multiple time points.
  • Covariance Matrix Estimation: Estimates covariance matrices from time-course gene expression data to infer coexpression patterns beyond conventional correlation-based methods.
  • Gene Module Discovery: Identifies gene modules as clusters of genes with coordinated expression over time, including conserved modules and transient interactions.

Scientific Applications:

  • Developmental biology: Characterizes dynamic gene network changes across developmental time courses.
  • Disease progression studies: Tracks evolution of gene coexpression networks during disease onset and progression.
  • Response to treatments or environmental changes: Identifies temporal network responses to interventions or environmental perturbations.
  • Biomarker discovery: Detects temporal expression patterns and modules that may serve as biomarkers for phenotypic outcomes.

Methodology:

Input transcriptomic time-course gene expression data; model covariance matrices across time points using a low-rank plus sparse decomposition; analyze resulting networks to identify conserved modules and transient interactions.

Topics

Details

License:
GPL-3.0
Cost:
Free of charge
Tool Type:
library
Operating Systems:
Mac, Linux, Windows
Programming Languages:
R
Added:
8/29/2022
Last Updated:
11/24/2024

Operations

Publications

Li J, Lai Y, Zhang C, Zhang Q. TGCnA: temporal gene coexpression network analysis using a low-rank plus sparse framework. Journal of Applied Statistics. 2019;47(6):1064-1083. doi:10.1080/02664763.2019.1667311. PMID:35706920. PMCID:PMC9041782.