HiCzin

HiCzin normalizes metagenomic Hi-C contact maps and detects spurious inter-species contacts to correct explicit and implicit biases and improve interpretation of microbial three-dimensional genome architecture.


Key Features:

  • Normalization of Metagenomic Hi-C Data: Normalizes metagenomic Hi-C contact maps to enable more accurate downstream analyses of chromosomal interactions in microbial communities.
  • Detection of Spurious Contacts: Identifies and removes spurious inter-species contacts using a zero-inflated negative binomial regression model.
  • Parametric Modeling Approach: Employs a parametric modeling framework to model contact counts and correct systematic effects.
  • Correction of Explicit and Implicit Biases: Addresses both explicit biases (systematic, directly identifiable) and implicit biases (subtle, requiring modeling) in metagenomic Hi-C data.
  • Enhanced Metagenomic Contig Clustering: Improves metagenomic contig clustering performance through normalized and decontaminated Hi-C contact maps.

Scientific Applications:

  • Spatial Genome Organization: Elucidates three-dimensional genomic architecture within microbial communities using normalized Hi-C contact maps.
  • Genome Reconstruction and Contig Clustering: Supports metagenomic contig clustering and genome binning by providing bias-corrected contact information.
  • Interaction Networks and Functional Relationships: Facilitates inference of interaction networks and functional relationships among species in complex microbial ecosystems.

Methodology:

HiCzin applies a parametric, zero-inflated negative binomial regression model to correct explicit and implicit biases in metagenomic Hi-C contact maps and to identify spurious inter-species contacts.

Topics

Details

License:
MIT
Tool Type:
library
Programming Languages:
R
Added:
9/27/2021
Last Updated:
9/27/2021

Operations

Publications

Du Y, Laperriere SM, Fuhrman J, Sun F. HiCzin: Normalizing metagenomic Hi-C data and detecting spurious contacts using zero-inflated negative binomial regression. Unknown Journal. 2021. doi:10.1101/2021.03.01.433489.

Links