Inferensys

Glossary

Hi-C Contact Map

A genome-wide matrix quantifying the interaction frequencies between all pairs of genomic loci, derived from chromosome conformation capture assays, serving as the primary input and prediction target for 3D genome folding models.
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3D GENOME DATA STRUCTURE

What is Hi-C Contact Map?

A Hi-C contact map is a genome-wide matrix quantifying the interaction frequencies between all pairs of genomic loci, serving as the foundational data structure for predicting and analyzing three-dimensional chromosome architecture.

A Hi-C contact map is a symmetric matrix derived from chromosome conformation capture assays, where each entry ( M_{ij} ) represents the frequency of physical proximity between genomic locus ( i ) and locus ( j ). This data structure transforms pairwise ligation events into a digital representation of chromatin folding, with higher interaction scores indicating spatial colocalization within the nucleus. The map inherently exhibits a distance-dependent background signal, where linearly proximal loci interact more frequently, requiring genomic distance normalization to isolate biologically significant long-range contacts.

As the primary input for sequence-to-contact prediction models like Akita and DeepHiC, the contact map serves dual roles as both training target and evaluation benchmark. Computational methods such as iterative correction and eigenvector decomposition transform the raw matrix into A/B compartments and topologically associating domains, while the Stratum-Adjusted Correlation Coefficient quantifies reproducibility between replicates. The Cooler file format enables scalable storage of these sparse, billion-entry matrices for deep learning pipelines.

ARCHITECTURAL SIGNATURES

Key Structural Features Revealed by Hi-C Maps

Hi-C contact maps encode the three-dimensional organization of the genome. Computational analysis of these interaction frequency matrices reveals distinct, quantifiable structural patterns that govern gene regulation.

01

Topologically Associating Domains (TADs)

Self-interacting genomic regions appearing as dense triangles along the diagonal of the contact map. Within a TAD, loci interact with each other far more frequently than with regions outside the domain boundary.

  • Size range: 100 kb to 1 Mb in mammals
  • Boundary identification: Sharp transitions in the Insulation Score
  • Functional role: Constrain enhancer-promoter interactions to specific regulatory neighborhoods
  • Disruption consequence: TAD boundary deletions can cause enhancer adoption and gene misexpression, linked to congenital disorders and cancers
~2,000+
TADs per human genome
85-90%
Boundaries conserved across cell types
02

Chromatin Loop Dots

Focal high-intensity points off the main diagonal representing physical contacts between two distal loci, typically anchored by CTCF and cohesin. These punctate signals indicate stable, recurrent chromatin loops.

  • Loop anchors: Convergent CTCF motif orientation is a strong predictor
  • Detection method: Peak-calling algorithms like HiCCUPS identify statistically enriched pixel pairs
  • Functional significance: Bring enhancers into proximity with gene promoters over distances up to 1-2 Mb
  • Dynamic nature: Loops can be cell-type specific and remodeled during differentiation
~10,000
Loops per human cell type
>90%
Anchored by CTCF
03

A/B Compartmentalization

A plaid pattern visible at megabase resolution, reflecting the spatial segregation of chromatin into two mutually exclusive compartments.

  • Compartment A: Gene-rich, transcriptionally active, open chromatin (euchromatin). High GC content.
  • Compartment B: Gene-poor, transcriptionally silent, closed chromatin (heterochromatin). Associated with the nuclear lamina.
  • Matrix signature: Positive correlation values (A-A, B-B) form the plaid; negative values (A-B) indicate spatial separation.
  • B-to-A switching: Observed during cell differentiation and oncogene activation
~50%
Genome in each compartment
Multi-Mb
Typical compartment domain size
04

Distance-Dependent Decay (P(s))

The power-law relationship between contact probability and genomic distance. The contact frequency P(s) scales as s⁻¹ for intermediate distances, reflecting the fractal globule polymer model.

  • Plot: Average contact probability vs. linear separation on a log-log scale
  • Deviation: Sharp peaks above the baseline indicate loops; plateaus indicate TADs
  • Physical interpretation: The exponent reveals the degree of chromatin compaction and folding
  • Cross-cell comparison: Different cell types and species exhibit distinct P(s) curves, reflecting global differences in genome architecture
s⁻¹
Fractal globule scaling exponent
~10 Mb
Distance where P(s) plateaus
05

Insulation Boundaries

Genomic loci where the Insulation Score reaches a local minimum, indicating a sharp reduction in contacts across the boundary. These define the edges of TADs and are enriched for architectural proteins.

  • Calculation: Sliding window sum of contacts crossing each bin, normalized by local background
  • Protein enrichment: Strongly bound by CTCF, often with cohesin co-occupancy
  • Directionality Index: Complementary metric showing upstream vs. downstream interaction bias
  • Evolutionary conservation: TAD boundaries are more conserved than TAD interiors, suggesting functional constraint
~15,000
CTCF binding sites in human
~50%
Boundaries shared with mouse
06

Chromatin Interaction Hubs

Regions where multiple loci converge to form high-order interaction clusters, visible as vertical or horizontal stripes in the contact map. These often represent super-enhancers or Polycomb-repressed domains.

  • Stripe pattern: A line of enriched contacts extending from a single anchor point
  • Loop extrusion signature: Stripes indicate a unidirectional extrusion process stalled at a boundary
  • Super-enhancer hubs: Clusters of enhancers that physically coalesce to drive high-level expression of cell-identity genes
  • Polycomb bodies: Repressive hubs formed by H3K27me3-marked regions, silencing developmental genes
~200-500
Super-enhancers per cell type
10-50
Enhancers per hub
HI-C CONTACT MAP ESSENTIALS

Frequently Asked Questions

Clear, technically precise answers to the most common questions about Hi-C contact maps, their generation, analysis, and role as the foundational data structure for 3D genome folding prediction.

A Hi-C contact map is a genome-wide, square, symmetric matrix that quantifies the interaction frequency between every pair of genomic loci, derived from a chromosome conformation capture assay. It is generated by crosslinking chromatin, digesting DNA with a restriction enzyme, ligating spatially proximal fragments, and sequencing the resulting chimeric junctions. After mapping reads to a reference genome, the genome is partitioned into fixed-size bins (e.g., 1 kb to 1 Mb), and the number of paired-end reads linking any two bins is tallied. The raw count matrix is then normalized using iterative correction and eigenvector decomposition (ICE) or matrix balancing to remove systematic biases from GC content, mappability, and restriction fragment length. The final product is a dense representation of the 3D folding landscape, where the diagonal signal reflects the expected decay of contact probability with linear genomic distance, and off-diagonal peaks indicate specific chromatin loops and topologically associating domains (TADs).

COMPARATIVE METHODOLOGY OVERVIEW

Hi-C vs. Other Chromosome Conformation Capture Techniques

A technical comparison of Hi-C against 3C, 4C, 5C, and Micro-C across key experimental and analytical dimensions relevant to 3D genome folding prediction.

FeatureHi-C3C (One-vs-One)4C (One-vs-All)5C (Many-vs-Many)Micro-C

Detection Scope

All-vs-All (Genome-wide)

One-vs-One (Single locus pair)

One-vs-All (Single viewpoint)

Many-vs-Many (Targeted region)

All-vs-All (Genome-wide)

Fragmentation Enzyme

Restriction enzyme (e.g., HindIII, MboI)

Restriction enzyme

Restriction enzyme

Restriction enzyme

Micrococcal nuclease (MNase)

Resolution Limit

1 kb - 1 Mb (typically 5-40 kb)

Single restriction fragment

Single restriction fragment

Single restriction fragment

Nucleosome-level (100-200 bp)

Ligation Step

Biotin fill-in, blunt-end ligation in diluted solution

Ligation in diluted solution

Ligation in diluted solution

Ligation in diluted solution

Biotin fill-in, blunt-end ligation in diluted solution

Primary Output

Genome-wide contact matrix

Single interaction frequency

Interaction profile for one viewpoint

Interaction matrix for a targeted region

Genome-wide contact matrix at nucleosome resolution

Sparsity of Data

High (dependent on sequencing depth)

Low (targeted PCR detection)

Moderate (microarray or sequencing)

Moderate (multiplexed detection)

Very High (requires deep sequencing)

Suitability for TAD Identification

Suitability for Loop Detection

Suitability for A/B Compartment Analysis

Input Material Requirement

1-5 million cells

1-5 million cells

1-5 million cells

1-5 million cells

1-5 million cells

Genome-Wide Coverage

Typical Sequencing Depth

100M - 1B+ reads

N/A (qPCR-based)

1-2M reads

10-50M reads

500M - 2B+ reads

Bias Sources

GC content, mappability, restriction site density, crosslinking efficiency

Primer efficiency, crosslinking efficiency

Restriction site density, crosslinking efficiency

Primer efficiency, restriction site density, crosslinking efficiency

MNase cutting bias, mappability, crosslinking efficiency

Prasad Kumkar

About the author

Prasad Kumkar

CEO & MD, Inference Systems

Prasad Kumkar is the CEO & MD of Inference Systems and writes about AI systems architecture, LLM infrastructure, model serving, evaluation, and production deployment. Over 5+ years, he has worked across computer vision models, L5 autonomous vehicle systems, and LLM research, with a focus on taking complex AI ideas into real-world engineering systems.

His work and writing cover AI systems, large language models, AI agents, multimodal systems, autonomous systems, inference optimization, RAG, evaluation, and production AI engineering.