Fig. 3: promoter-isoform alternations between brain regions. | Nature Communications

Fig. 3: promoter-isoform alternations between brain regions.

From: A multi-regional human brain atlas of chromatin accessibility and gene expression facilitates promoter-isoform resolution genetic fine-mapping

Fig. 3

a Schematic representation of promoter-isoform quantification using RNA-seq data from neurons. Transcripts that are regulated by the same promoter are grouped (promoter-isoform), and are quantified using the set of unique junction reads spanning the first intron of each transcript. The non-uniquely identifiable promoter-isoforms (red) were removed from this analysis (Methods). b Spearman correlation coefficient (SCC) between the log2 fold change of gene/promoter-isoform and promoter OCR across brain regions. N indicates the number of non-concordant promoter-isoforms. Gene promoter OCRs were determined using the 5′ most promoter region. c Upper panel, the promoter-isoform expression and promoter OCR chromatin accessibility level across brain regions. For RNA-seq, NForeBr = 84, NBasGan = 15, NMidDien = 27. For ATAC-seq NForeBr = 67, NBasGan = 9, NMidDien = 17. Box plot indicates median, interquartile range (IQR) and 1.5Ɨ IQR. Bottom panel, chromatin accessibility profiles (neuronal), and the position of the two promoter-isoforms (highlighted in black boxes). d Enrichment of common variants for different trait classes at the DEGs, and promoter-isoform-specific DEGs for each comparison (fine brain region) or each brain region (broad brain region) determined by MAGMA106. The y-axis represents the enrichment level (MAGMA beta ± standard error, se), and the size represents the FDR value. ā€œĀ·ā€: Nominally significant (P < 0.05); ā€œ+ā€: significant after FDR correction (FDR < 0.05). e Rare variants, loss of function intolerant genes (pLI0.9), and biological pathways enrichment of the genes that exhibit promoter-isoform-specific DEGs determined by one-tailed Fisher’s exact test. FDR corrections were performed using the Benjamini & Hochberg method.

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