Multiscale Topology of Chromatin Folding
Kevin Emmett, Benjamin Schweinhart, Raul Rabadan

TL;DR
This paper applies topological data analysis, specifically persistent homology, to study the multiscale 3D structure of chromatin in genomes, revealing conserved features across different organisms.
Contribution
It introduces a novel application of topological data analysis to chromatin conformation data, enabling multiscale characterization of genome architecture.
Findings
Identification of conserved loops and voids in chromatin contact maps
Detection of multiscale topological features in bacterial and human genomes
Demonstration of the method's utility on simulated and real data
Abstract
The three dimensional structure of DNA in the nucleus (chromatin) plays an important role in many cellular processes. Recent experimental advances have led to high-throughput methods of capturing information about chromatin conformation on genome-wide scales. New models are needed to quantitatively interpret this data at a global scale. Here we introduce the use of tools from topological data analysis to study chromatin conformation. We use persistent homology to identify and characterize conserved loops and voids in contact map data and identify scales of interaction. We demonstrate the utility of the approach on simulated data and then look data from both a bacterial genome and a human cell line. We identify substantial multiscale topology in these datasets.
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