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. 2022 Jan 17;23(1):bbab309.
doi: 10.1093/bib/bbab309.

Differential RNA methylation using multivariate statistical methods

Affiliations

Differential RNA methylation using multivariate statistical methods

Deepak Nag Ayyala et al. Brief Bioinform. .

Abstract

Motivation: m6A methylation is a highly prevalent post-transcriptional modification in eukaryotes. MeRIP-seq or m6A-seq, which comprises immunoprecipitation of methylation fragments , is the most common method for measuring methylation signals. Existing computational tools for analyzing MeRIP-seq data sets and identifying differentially methylated genes/regions are not most optimal. They either ignore the sparsity or dependence structure of the methylation signals within a gene/region. Modeling the methylation signals using univariate distributions could also lead to high type I error rates and low sensitivity. In this paper, we propose using mean vector testing (MVT) procedures for testing differential methylation of RNA at the gene level. MVTs use a distribution-free test statistic with proven ability to control type I error even for extremely small sample sizes. We performed a comprehensive simulation study comparing the MVTs to existing MeRIP-seq data analysis tools. Comparative analysis of existing MeRIP-seq data sets is presented to illustrate the advantage of using MVTs.

Results: Mean vector testing procedures are observed to control type I error rate and achieve high power for detecting differential RNA methylation using m6A-seq data. Results from two data sets indicate that the genes detected identified as having different m6A methylation patterns have high functional relevance to the study conditions.

Availability: The dimer software package for differential RNA methylation analysis is freely available at https://github.com/ouyang-lab/DIMER.

Supplementary information: Supplementary data are available at Briefings in Bioinformatics online.

Keywords: RNA methylation; differential analysis; statistical methods.

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Figures

Figure 1
Figure 1
ROC Curves of the four simulation models, Models I–IV, for mixture of formula image components. The numbers in the legend correspond to the average AUC (formula image) of the plot calculated over 100 random simulations.
Figure 2
Figure 2
Venn diagrams showing the common sets of genes detected to be differentially methylated for Study I when using different bin sizes for assigning methylation signals. The circles correspond to different bin sizes from 10 to 50 base-pairs.
Figure 3
Figure 3
Venn diagrams showing the common sets of genes detected to be differentially methylated for Study II when using different window sizes for assigning methylation signals. The circles correspond to different window sizes from 10 to 50 base pairs.

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