HMRFBayesHiC

HMRFBayesHiC calls significant long-range chromatin interaction peaks from Hi-C contact frequency matrices using a hidden Markov random field (HMRF) Bayesian model.


Key Features:

  • Hidden Markov Random Field (HMRF) Model: Models interaction probabilities within the two-dimensional space of Hi-C contact frequency matrices to capture dependency structure among loci pairs.
  • Bayesian Framework: Incorporates prior information and probabilistic inference to distinguish biologically relevant interactions from background noise.
  • Neighborhood Information Integration: Borrows information from neighboring loci pairs to enhance reproducibility and statistical power in interaction detection.
  • Statistical Rigor and Computational Efficiency: Provides a model-based solution that explicitly accounts for dependency structure in chromatin interactions to address peak-calling statistical and computational challenges.

Scientific Applications:

  • Genome-Wide Association Studies (GWAS): Identifies long-range chromatin interactions that can aid interpretation of GWAS signals and their regulatory mechanisms.
  • Chromatin Interaction Analysis: Facilitates genome-wide detection and analysis of dynamic chromatin interactions from Hi-C data to study genomic architecture and function.

Methodology:

Constructs a statistical model based on the HMRF framework to analyze Hi-C contact frequency matrices and detect peaks representing significant chromatin interactions using a Bayesian approach that incorporates prior information and probabilistic inference.

Topics

Details

Tool Type:
command-line tool
Operating Systems:
Linux, Windows, Mac
Programming Languages:
R
Added:
8/3/2017
Last Updated:
11/25/2024

Operations

Publications

Xu Z, Zhang G, Jin F, Chen M, Furey TS, Sullivan PF, Qin Z, Hu M, Li Y. A hidden Markov random field-based Bayesian method for the detection of long-range chromosomal interactions in Hi-C data. Bioinformatics. 2015;32(5):650-656. doi:10.1093/bioinformatics/btv650. PMID:26543175. PMCID:PMC6280722.

Documentation

Links