| Literature DB >> 32669295 |
Thomas Conrad1, Evgenia Ntini2, Benjamin Lang3, Luca Cozzuto3, Jesper B Andersen4, Jens U Marquardt5, Julia Ponomarenko3,6, Gian Gaetano Tartaglia3,6, Ulf A Vang Ørom7.
Abstract
MicroRNA expression is important for gene regulation and deregulated microRNA expression is often observed in diseases such as cancer. The processing of primary microRNA transcripts is an important regulatory step in microRNA biogenesis. Due to low expression level and association with chromatin, primary microRNAs are challenging to study in clinical samples where input material is limited. Here, we present a high-sensitivity targeted method to determine processing efficiency of several hundred primary microRNAs from total RNA that requires relatively few RNA sequencing reads. We validate the method using RNA from HeLa cells and show the applicability to clinical samples by analyzing RNA from normal liver and hepatocellular carcinoma. We identify 24 primary microRNAs with significant changes in processing efficiency from normal liver to hepatocellular carcinoma, among those the highly expressed miRNA-122 and miRNA-21, demonstrating that differential processing of primary microRNAs is occurring and could be involved in disease. With our method presented here we provide means to study pri-miRNA processing in disease from clinical samples.Entities:
Keywords: HCC; RNA sequencing; clinical samples; liver; miRNA biogenesis; primary miRNAs
Mesh:
Substances:
Year: 2020 PMID: 32669295 PMCID: PMC7566579 DOI: 10.1261/rna.076240.120
Source DB: PubMed Journal: RNA ISSN: 1355-8382 Impact factor: 4.942
FIGURE 1.The Microprocessor signature. (A) The general structure of a pri-miRNA with the hairpin that will become the pre-miRNA upon Microprocessor cleavage and the mature miRNA sequence are indicated. The equation used to calculate processing efficiency is shown. Here the ratio of pri-miRNAs covering the pre-miRNA region (representing unprocessed pri-miRNA) to flanking regions (representing both processed and unprocessed pri-miRNA) is calculated to show the fraction of the pri-miRNA that has been cleaved. The processing efficiency is then calculated as 1 – this ratio. Processing efficiency will have a value between 1 (fully processed) and 0 (not processed). (B) Example of the signature where the Microprocessor has cleaved in an RNA sequencing read density plot, showing the profile that can be quantified to determine processing efficiency.
FIGURE 2.Enrichment of pri-miRNAs for determination of processing efficiency. (A) Schematic of a pri-miRNA and the localization of our enrichment probes. (B) Reproducibility of processing efficiency for 32 pri-miRNAs in HeLa cells between two independent enrichment experiments from an RNA sequencing library generated from chromatin-associated HeLa RNA.
FIGURE 3.Reproducibility and sensitivity of pri-miRNA processing efficiency determination. (A) Correlation of processing efficiency determined from high-depth sequencing of chromatin-associated RNA (Conrad et al. 2014) and low-depth sequencing of targeted sequencing of total RNA for two technical replicates. (B) Sensitivity of each approach determined by RPKM at pri-miRNAs. Slope shows a 6670-fold increase in sensitivity and a corresponding decreased need for sequencing depth. RPKM for targeted sequencing is calculated as the average of two independent enrichment replicates.
FIGURE 4.Differential pri-miRNA processing between NL and HCC. (A) Heat-map of pri-miRNA levels of the 24 differentially processed pri-miRNAs between HCC and NL. miRNAs are shown with the most statistically significant changes between NL and HC at the top (miR122) and increasing P-values toward the bottom (miR106b). (B) Increased processing efficiency of pri-miRNAs in HCC compared to NL for miR-122 and miR-21. Shown is the processing efficiency as determined by RNA sequencing in all 40 HCC or all nine NL samples. (****) P < 0.0001, Wilcoxon rank test.