Iterative Epigenomic Analysis

Iterative epigenomic analysis is a stepwise approach for examining epigenetic patterns, refining analytical models, and repeatedly reassessing results to improve interpretation of genome regulation. It typically combines successive rounds of data processing, quality control, feature selection, and comparison across epigenomic datasets, using findings from one round to guide the next. In genetics, this framework can help identify consistent DNA methylation, histone modification, or chromatin-accessibility patterns associated with genes and regulatory regions. By linking computational refinement with biological validation, iterative analysis supports more reliable studies of gene regulation, cellular identity, disease-associated changes, and the complex relationship between genotype and phenotype.

Iterative Epigenomic Analysis - Related Videos

Research

JoVE Journal - Genetics

Reusable Single Cell for Iterative Epigenomic Analyses

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2022

The present protocol describes a single-cell method for iterative epigenomic analyses using a reusable single cell. The reusable single cell allows analyses of multiple epigenetic marks in the same single cell and statistical validation of the results.

CRISPR Epigenome Editing in Human Cells using Plasmid DNA Transfection and mRNA Nucleofection Delivery

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Cited by 2 •

2025

The protocol describes methods for Clustered Regularly Interspaced Short Palindromic Repeats (CRISPR)-based epigenome editing in human cell lines using plasmid DNA transfection and mRNA nucleofection.

Cell-Specific Paired Interrogation of the Mouse Ovarian Epigenome and Transcriptome

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Cited by 2 •

2023

In this protocol, the translating ribosome affinity purification (TRAP) method and the isolation of nuclei tagged in specific cell types (INTACT) method were optimized for the paired interrogation of the cell-specific ovarian transcriptome and epigenome using the NuTRAP mouse model crossed to a Cyp17a1-Cre mouse line.

Education

JoVE Core - Calculus

Iterated Integrals and Fubini's Theorem

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2026

A double integral generalizes the concept of a single-variable integral to functions of two variables, enabling the computation of the volume beneath a surface z = f(x, y) over a planar region R . For a rectangular region defined by a ≤ x ≤ b and c ≤ y ≤ d, and for functions continuous on this domain, the double integral can be evaluated as an iterated integral. This approach simplifies computation by reducing the problem to successive integrations with respect to one variable at a...

Research

JoVE Journal - Cancer Research
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Three-Dimensional Imaging of Tumor-Bearing Tissue Using the Iterative Bleaching Extends Multiplexity Approach

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Cited by 1 •

2025

This article describes a protocol for multiplex immunofluorescence optimized to characterize the three-dimensional architecture of peritoneal metastases.

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