Literature DB >> 24260269

Integrative analysis of mRNA expression and half-life data reveals trans-acting genetic variants associated with increased expression of stable transcripts.

Thong T Nguyen1, Cathal Seoighe.   

Abstract

Genetic variation in gene expression makes an important contribution to phenotypic variation and susceptibility to disease. Recently, a subset of cis-acting expression quantitative loci (eQTLs) has been found to result from polymorphisms that affect RNA stability. Here we carried out a search for trans-acting variants that influence RNA stability. We first demonstrate that differences in the activity of trans-acting factors that stabilize RNA can be detected by comparing the expression levels of long-lived (stable) and short-lived (unstable) transcripts in high-throughput gene expression experiments. Using gene expression microarray data generated from eight HapMap3 populations, we calculated the relative expression ranks of long-lived transcripts versus short-lived transcripts in each sample. Treating this as a quantitative trait, we applied genome-wide association and identified a single nucleotide polymorphism (SNP), rs6137010, on chromosome 20p13 with which it is strongly associated in two Asian populations (p = 4×10(-10) in CHB - Han Chinese from Beijing; p = 1×10(-4) in JPT - Japanese from Tokyo). This SNP is a cis-eQTL for SNRPB in CHB and JPT but not in the other six HapMap3 populations. SNRPB is a core component of the spliceosome, and has previously been shown to affect the expression of many RNA processing factors. We propose that a cis-eQTL of SNRPB may be directly responsible for inter-individual variation in relative expression of long-lived versus short-lived transcript in Asian populations. In support of this hypothesis, knockdown of SNRPB results in a significant reduction in the relative expression of long-lived versus short-lived transcripts. Samples with higher relative expression of long-lived transcripts also had higher relative expression of coding compared to non-coding RNA and of RNA from housekeeping compared to non-housekeeping genes, due to the lower decay rates of coding RNAs, particularly those that perform housekeeping functions, compared to non-coding RNAs.

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Year:  2013        PMID: 24260269      PMCID: PMC3832542          DOI: 10.1371/journal.pone.0079627

Source DB:  PubMed          Journal:  PLoS One        ISSN: 1932-6203            Impact factor:   3.240


Introduction

RNA stability plays a major role in gene expression regulation in virtually all organisms, from bacteria to mammals [1], [2], [3]. Indeed, steady-state gene expression levels represent the equilibrium of two opposing biological processes: RNA transcription and RNA decay. Changes in gene expression levels can result from alteration in either of these processes [1], [4]. Recent studies have investigated RNA stability using high-throughput techniques in diverse organisms, from yeast [5], [6] to Arabidopsis [7], mouse [8], [9], [10], and human [10], [11], [12], [13], [14], and for both coding and non-coding RNAs [9], [15]. Several of these studies have reported strong correlations between RNA stability and steady-state gene expression levels. In addition, RNA stability has been shown to be related to physiological function [8], [12]. For example, genes encoding proteins involved in housekeeping functions tend to have stable mRNAs [10], [15]. The modulation of RNA stability can, in turn, have a major impact on cellular processes, including proliferation, differentiation, and adaptation to environmental stimuli [1], [2], [3]. Dysregulation of RNA stability has been linked to several human diseases, such as chronic inflammation [16], cardiovascular disease and cancer [17], [18], [19]. The regulation of RNA stability is achieved through interactions between trans-acting RNA-binding proteins and cis-acting elements within RNAs [20], [21]. Among RNA-binding proteins, heterogeneous nuclear ribonucleoproteins (hnRNPs) are key factors that regulate major steps of gene expression, including pre-mRNA processing, RNA stability, and translation [22], [23], [24]. For example, HNRNPA2B1, a member of the hnRNP family, was found to stabilize a large number of target transcripts carrying a conserved structural RNA element in the 3′ untranslated regions [13]. Knockdown of HNRNPA2B1 resulted in a remarkable increase in the relative decay rate of the target transcripts and, consequently, a significant decrease in their expression levels [13]. The contribution of RNA decay to gene expression levels was also investigated in a recent study where a subset of cis-acting expression quantitative loci (cis-eQTLs) was found to be a consequence of variation in decay rates [25]. A moderate number of genetic variants were found to significantly associate with inter-individual variation in both gene expression and RNA decay, for which variation in RNA decay could explain the association with gene expression level [25]. Despite increased appreciation of the role of RNA stabilization in determining gene expression levels there has been no investigation of trans-acting genetic variants that affect the stabilization of RNA. Here we investigate factors that affect RNA stability in trans. We first show that perturbation of RNA stabilization factors that affect multiple genes can be inferred from gene expression data. Given a dataset of RNA decay rates and expression levels, we define the RNA stability score (RS-score), based on the expression of long-lived transcripts relative to short-lived transcripts. Knocking down HNRNPA2B1, which has been shown to be involved in stabilization of a large proportion of RNAs [13], leads to a significant reduction in the RS-score. Using gene expression microarray data generated from eight HapMap3 populations [26], we identified a SNP, rs6137010, on chromosome 20p13 that is strongly associated with the RS-score in Asian populations. This SNP is a cis-eQTL of SNRPB, a gene that encodes a core component of the spliceosome and has been shown to modulate the expression of many RNA processing factors [27]. The C allele of rs6137010 is associated both with higher expression of SNRPB and higher RS-score. Knockdown of SNRPB results in a significant decrease in the RS-score, suggesting that the cis-eQTL for SNRPB is responsible for the observed genetic variation in RS-score in Asian populations.

Results and Discussion

Perturbation of RNA stabilization is detectable from gene expression data

We hypothesized that changes in the activity of trans-acting factors that are involved in stabilizing multiple RNAs could be detectable by analyzing gene expression profiles. To test this hypothesis we obtained gene expression data from a published study in which the heterogeneous ribonucleoprotein, HNRNPA2B1, was knocked down [13]. In the original study this gene was shown to play a role in the stabilization of RNAs containing an abundant structural motif and RNAs containing this motif were downregulated in the knockdown samples compared to controls [13]. However, even in the absence of knowledge of the specific trans-acting factor and target RNAs involved it is possible to infer the effects of the knockdown on RNA stability. This is because stable, long-lived transcripts are enriched among the genes that are targeted by HNRNPA2B1 [13]. We divided genes into two groups by using RNA decay rate data from Goodarzi et al. [13]. The first group contains genes expressing long-lived RNAs (decay rate lower than the mean across genes) and the second group contains genes expressing short-lived RNAs (decay rate higher than the mean). We then defined the RS-score for a sample as the difference in the expression rank between these two groups of genes in the sample (see Methods for more details). A higher RS-score implies relatively higher expression levels of long-lived or stable RNAs. A similar idea has previously been used to infer the impact of miRNA regulation on target genes using gene expression data [28]. The regulatory effect score (RE-score) of a miRNA was defined as the difference in the mean expression rank between targets of the miRNA and non-targets. A higher RE-score indicates lower expression levels of target genes and, thereby, a stronger effect of the corresponding miRNA. Analogously, a higher RS-score implies that the long-lived RNAs that are more likely to be subject to stabilization by trans-acting factors are relatively more highly expressed in a sample. The RS-score of the HNRNPA2B1 knockdown was significantly lower than RS-score of the control in three independent replicates (p = 3.7×10−3; paired t test) (Figure 1). This is consistent with expectations because HNRNPA2B1 is one of the heterogeneous nuclear ribonucleoproteins that influence pre-mRNA processing and other aspects of RNA metabolism and transport. More importantly, HNRNPA2B1 is involved in stabilizing a large number of genes, particularly genes expressing long-lived RNAs, by binding to a structural RNA motif of target genes [13]. HNRNPA2B1 knockdown caused a significant reduction in the expression levels of long-lived RNAs (Figure S1), resulting in lower RS-scores in the knockdown samples. These observations suggest that gene expression levels can be used to infer the effects of trans-acting factors that are involved in stabilizing large numbers of genes.
Figure 1

HNRNPA2B1 knock-down results in reduced RS-score.

RS-score was calculated for HNRNPA2B1 knockdown samples and control samples separately in three independent replicates (Rep1, Rep2, and Rep3).

HNRNPA2B1 knock-down results in reduced RS-score.

RS-score was calculated for HNRNPA2B1 knockdown samples and control samples separately in three independent replicates (Rep1, Rep2, and Rep3).

The genetics of trans-acting factors that affect RNA stability

We obtained gene expression data generated from lymphoblastoid cell lines of 726 individuals in eight HapMap3 populations [26] (Table S1). Using the half-life data from HeLa cells [15], we calculated the RS-score for each of these individuals (see Methods). Interestingly, the RS-score was well correlated with the expression level of HNRNPA2B1 in most of the populations (Table S2), with the strongest correlation in CHB (Spearman rho = 0.48; p = 8.4×10−6). Because the experimental knock down of HNRNPA2B1 results in a reduction in the RS-score, we hypothesized that cis-eQTLs affecting the expression level of HNRNPA2B1 should also be associated with RS-score. This is the case for four cis-eQTLs of this gene in two of the HapMap3 populations (Table S3). To search more generally for genetic variants associated with the RS-score we used a genome-wide association study (GWAS) approach, treating the RS-score as a quantitative trait. We carried out additive tests of association between single nucleotide polymorphisms (SNPs) genotyped as part of the HapMap3 project and the RS-score in each population separately (see the Methods section for more details). We found one strong association between a SNP, rs6137010, on chromosome 20p13 and RS-score in the CHB population (p = 4.4×10−10; Figure 2). Interestingly, this association is replicated in the other Asian population – JPT (p = 1.2×10−4). We used a label permutation procedure to check the robustness of this result to failures in modelling assumptions (see Methods). The association between rs6137010 and RS-score in CHB was stronger than the best associations in each of 1,000 label permutations. Furthermore, the Bonferroni-adjusted p-value of this association is very significant (Bonferroni p = 5.9×10−3). Therefore, the association between rs6137010 and RS-score in CHB is robust, genome-wide significant, and replicated in a second population (JPT).
Figure 2

Manhattan plot for GWA with RS-score in CHB.

The plot shows -log10 of P-values from tests of association between individual SNP markers and the RS-score. Successive chromosomes are shown in different colors.

Manhattan plot for GWA with RS-score in CHB.

The plot shows -log10 of P-values from tests of association between individual SNP markers and the RS-score. Successive chromosomes are shown in different colors. To increase the statistical power of the association tests, we combined individuals from different populations. Because different populations have different ancestries combining individuals from these populations can lead to spurious associations, resulting from structure in the combined population. To tackle this problem, we applied a principal components analysis (PCA) approach [29] (see Methods for more details) to model ancestry differences among all 726 individuals. In a scatter plot of the first and second principal components (Figure S2) three broad clusters are evident, consisting of the African populations, the Asian populations and CEU, MEX, GIH. Given these clusters, we considered four ways of combining populations: CHB+JPT (Asian populations), YRI+MKK+LWK (African populations), CEU+GIH+MEX, and finally all 8 populations (ALL). For each combination, we performed a principal components analysis and included the first five principal components as covariates in the GWAS regression models (see Methods). The SNP rs6137010 was strongly associated with the RS-score in CHB+JPT (p = 2.0×10−12; Figure S3). This association is also the best among 1000 permutations and is genome-wide significant (Bonferroni p = 2.7×10−5). In total, 6 genetic markers showed genome-wide significant association (Bonferroni p<0.05) but the association with rs6137010 in CHB+JPT was the strongest (Table 1). The P-P plots showed that the p-value of the association with the RS-score at rs6137010 is very different to other loci in the Asian populations (Figure 3). We found no evidence of population stratification in the GWAS tests of the Asian populations as their genomic inflation factors are less than 1.05 (Table S4). However, unsurprisingly there was evidence of population stratification in three combined populations: CEU+GIH+MEX, YRI+LWK+MKK and ALL (Table S4; Figure S4).
Table 1

Markers associated with the RS-score at Bonferroni p<0.05.

SNPLocationFunctionAssociated genePopulationP-valueBonferroni
rs613701020:2038118 cis-eQTLSNRPBCHB+JPT2.0×10−12 2.7×10−5
rs613701020:2038118IntronSTK35CHB+JPT2.0×10−12 2.7×10−5
rs613701020:2038118 cis-eQTLSIRPAALL5.4×10−11 9.0×10−4
rs613701020:2038118intronSTK35ALL5.4×10−11 9.0×10−4
rs111362538:145179783 cis-eQTLZNF707ALL1.5×10−10 2.5×10−3
rs111362538:145179783coding-synonOPLAHALL1.5×10−10 2.5×10−3
rs613701020:2038118 cis-eQTLSNRPBCHB4.4×10−10 5.9×10−3
rs613701020:2038118IntronSTK35CHB4.4×10−10 5.9×10−3
rs44663247:85113458unknownNoneALL6.0×10−10 1.1×10−2
rs1712741911:122878168unknownHSPA8ALL9.8×10−10 1.6×10−2
rs120347071:178400832 cis-eQTLTOR1AIP1ALL1.8×10−9 3.0×10−2
rs120347071:178400832intronQSOX1ALL1.8×10−9 3.0×10−2
rs1099776510:69066422intronCTNNA3ALL1.9×10−9 3.3×10−2
Figure 3

P-P plots of the association with RS-score in A) CHB and B) CHB+JPT.

This figure compares the observed distribution of the –log10 P-values to the expected distribution, given that the P-values come from a uniform distribution in the interval zero to one (as expected under the null hypothesis). The Y-axis shows quantiles of the observed distribution and the X-axis shows the corresponding quantiles under the uniform distribution. The red line is used to compare the expected and observed values.

P-P plots of the association with RS-score in A) CHB and B) CHB+JPT.

This figure compares the observed distribution of the –log10 P-values to the expected distribution, given that the P-values come from a uniform distribution in the interval zero to one (as expected under the null hypothesis). The Y-axis shows quantiles of the observed distribution and the X-axis shows the corresponding quantiles under the uniform distribution. The red line is used to compare the expected and observed values. To check the effect of the choice of half-life data on this result, we compared RS-scores calculated using half-life data from HeLa cells and RS-scores calculated using B-cell half-life data [14] and found that they were highly correlated in all populations (Spearman rho = 0.73±0.15). It has previously been reported that RNAs involved in housekeeping functions tend to have long half-life [10], [15]. As an alternative to using half-life data, which has the caveat that it may be cell type dependent, we calculated the RS-score by grouping genes based on whether they are housekeeping or not, using data from Chang et al. [30]. We found that the RS-score calculated by grouping the genes in this way was highly correlated with the RS-score based on the half-life in HeLa cells in all populations (Spearman rho = 0.70±0.09). Moreover, the RS-score (based on the housekeeping data) was significantly associated with rs6137010 in the combined CHB+JPT population (p = 7.1×10−13; Bonferroni p = 9.5×10−6). We also calculated an equivalent score by considering protein-coding versus non-coding genes. Non-coding genes have been found to have shorter half-life than protein-coding genes [9], [15]. This score was also highly correlated with the RS-score calculated from the half-life data and, again, significantly associated with rs6137010 in CHB+JPT (p = 6.2×10−10; Bonferroni p = 8.3×10−3). These two results are of interest, beyond providing an alternative way to group genes that is not dependent on RNA half-life data that may differ between cell types. They suggest that the proportion of the RNA pool corresponding to non-coding and tissue-specific genes is associated with rs6137010 in Asian populations.

Searching for causal SNPs and causal genes

To search for causal SNPs that may explain the GWAS results we mapped each SNP that shows genome-wide significant association with the RS-score to a gene if the SNP is either within the gene or is a cis-eQTL (cis-expression Quantitative Trait Locus) of the gene using cis-eQTL data from Stranger et al. [26] (Table 1). We found that rs6137010, the SNP with the strongest GWAS signal, mapped close to the SNRPB gene, which is involved in RNA processing. SNRPB encodes part of the core small nuclear ribonucleoprotein particles (snRNPs) that are major components of the spliceosome complex. Although it is 352 kb downstream, rs6137010 is significantly associated with the expression level of SNRPB in both CHB (rho = 0.50; p = 2.3×10−6) and JPT (rho = 0.32; p = 3.7×10−3), but not significantly associated with SNRPB expression in any of the other populations studied. The association between rs6137010 and SNRPB is strongest among all genes within 1 Mb-window centered on the SNP. Furthermore, the SNP is within an enhancer region as evidenced from whole-genome chromatin state segmentation data [31] available through the UCSC genome browser [32]. These results show that rs6137010 is a cis-eQTL of SNRPB in Asian populations. Changes in the expression level of SNRNPB have been reported to affect alternative splicing and abundance of a large number of RNA processing factors [27]. rs6137010 has two alleles, T and C, with C the minor allele in Asian populations but the major allele in the other HapMap3 populations. Asian individuals carrying the C allele at this SNP had higher expression levels of SNRPB (Figure 4A) and higher RS-scores (Figure 4B). This suggests that the association between rs6137010 and inter-individual variation in RNA stability could be mediated by changes in SNRPB expression levels.
Figure 4

Stripcharts of SNRPB expression levels and the RS-score against the genotype of rs6137010 in CHB and JPT.

A) SNRPB expression levels are significantly different among the three genotypes TT, CT and CC (p = 1.2×10−5 in CHB and p = 1.9×10−3 in JPT from one-way ANOVA). B) RS-scores are significantly different among the three genotypes (p = 4.3×10−10 in CHB and p = 7.0×10−5 in JPT from one-way ANOVA). The bimodal distributions of the RS-score in CHB and JPT are displayed in red and blue lines, respectively.

Stripcharts of SNRPB expression levels and the RS-score against the genotype of rs6137010 in CHB and JPT.

A) SNRPB expression levels are significantly different among the three genotypes TT, CT and CC (p = 1.2×10−5 in CHB and p = 1.9×10−3 in JPT from one-way ANOVA). B) RS-scores are significantly different among the three genotypes (p = 4.3×10−10 in CHB and p = 7.0×10−5 in JPT from one-way ANOVA). The bimodal distributions of the RS-score in CHB and JPT are displayed in red and blue lines, respectively. To identify genes across the human genome whose expression levels are significantly associated with rs6137010, we carried out trans-eQTL mapping for this SNP by fitting Spearman rank correlation models and considering only associations with FDR<0.1. FDRs were calculated using the Benjamini and Hochberg procedure [33] as implemented in R [34]. We found 6,396 and 2,585 genes associated with rs6137010 in CHB and JPT, respectively. Among these, 3,194 (in CHB) and 429 (in JPT) genes were positively correlated with the minor allele count of rs6137010. Among the genes that were associated with rs6137010, 25.2% were putative targets for AU-rich element decay, compared to 17.6% of other genes (p = 0.01, Fisher exact test). We did not find any genes significantly associated with the SNP in other populations using the same FDR threshold. We carried out Gene Ontology (GO) analyses using DAVID [35] for the positively correlated genes and, interestingly, found that they were enriched for the GO term ribonucleoprotein complex in both CHB (p = 1.9×10−25; Table S5) and JPT (p = 3.7×10−5). The ribonucleoprotein complex is known to be involved in many steps of RNA processing such as pre-mRNA splicing and RNA transportation and stabilization. Both HNRNPA2B1 and SNRPB mentioned above belong to the ribonucleoprotein complex. These results indicate that rs6137010 is a trans-eQTL cluster that is disproportionately associated with the expression levels of ribonucleoprotein complex genes. We next turned to investigating further the possible role of SNRPB in mediating the association of rs6137010 with the RS-score. We obtained gene expression microarray data generated from HeLa cells in which SNRPB was knocked down and compared to controls [27]. Using the HeLa half-life data [15] we calculated and compared RS-scores between the two conditions and found a significant reduction of the RS-score in SNRPB knockdown (p = 1.2×10−6 from a two-tailed t test; Figure 5). This is consistent with expectations because depletion of SNRPB reduces the levels of many RNA processing genes [27], potentially affecting the stability of RNA across the transcriptome. Furthermore, the genes that were differentially expressed upon SNRPB knockdown were enriched for genes that showed the strongest association (FDR<0.01) with rs6137010 in CHB (p = 0.002 from two-tailed Fisher's exact test). These results suggest that rs6137010, by modulating the expression of SNRPB, may be directly responsible for inter-individual variation in the RS-score in CHB. Interestingly, the distribution of the RS-score was bi-modal in both CHB and JPT (Figure 4B), consistent with the existence of an associated locus with a large effect size. It is tempting to speculate that an ungenotyped causal SNP in strong linkage disequilibrium with rs6137010 may stratify the samples between the two modes of the distribution. Higher resolution genotype data will be necessary to test this hypothesis.
Figure 5

RS-scores calculated from three samples - SNRPB knockdown, SRSF1 knockdown and control.

The control corresponds to the sample transfected with nontargeting siRNA. Error bars represent two standard errors.

RS-scores calculated from three samples - SNRPB knockdown, SRSF1 knockdown and control.

The control corresponds to the sample transfected with nontargeting siRNA. Error bars represent two standard errors. The RS-score of the knockdown of another splicing factor, SRSF1, is also significantly lower than of the control (p = 3.4×10−4 from a two-tailed t test), but significantly higher than of the SNRPB knockdown (p = 1.1×10−9 from a two-tailed t test) (Figure 5).This indicates that knocking down SNRPB has stronger effect on the RS-score than knocking down SRSF1. This is not surprising because SNRPB has been found to have a stronger impact than SRSF1 on the inclusion levels of alternative exons that are enriched for genes encoding RNA processing [27]. SNRPB, which plays a central role in modulating expression levels of many RNA processing factors [27], might therefore have the strongest influence in the RS-score among RNA processing factors. Previous studies discovered the involvement of several splicing factors in RNA stability [36], [37]. Thus, the core splicing factor SNRPB may have an important role in RNA stability as well.

Conclusions

Genetic variants that affect RNA stability in cis have been shown to contribute to inter-individual variation in gene expression [25]. Here we demonstrate that the effects of knocking down the expression of HNRNPA2B1 that stabilizes a large number of RNAs can be detected from gene expression data. In particular, the expression of genes expressing transcripts with a long half-life is reduced relative to genes with short half-life transcripts. We defined the RS-score to summarize the relative expression of long-lived compared to short-lived transcripts. Treating the RS-score as a quantitative trait, we performed genome-wide association and identified a locus on chromosome 20p13 that is strongly associated with the RS-score in two Asian populations. This locus is a cis-eQTL for SNRPB, a core component of the spliceosome that has previously been shown to affect the expression of many RNA processing factors [27]. We propose that the cis-eQTL of SNRPB may be directly responsible for the association of the RS-score with this locus. Consistent with this model, knockdown of SNRPB results in a significant reduction in the RS-score.

Methods

Data

Processed gene expression data generated using the Illumina whole genome expression array from 726 lymphoblastoid cell lines (LCLs) in eight HapMap3 populations (CEU, CHB, GIH, JPT, LWK, MEX, MKK, and YRI) by [26] were downloaded from ArrayExpress [38]. Single nucleotide polymorphisms (SNPs) for the same 726 individuals were obtained from HapMap3 (release 2) [39]. SNPs with minor allele frequency (MAF) ≤1% in a population were excluded. This resulted in between 1.1 million and 1.3 million SNPs per population. Half-life data for 11,052 mRNAs and 1,418 ncRNAs in HeLa cells, and for 8,344 genes in B-cells were obtained from Tani et al. [15] and Friedel et al. [14], respectively.

RNA stability score

We defined the RNA stability score (RS-score), as a measure of the relative expression levels of long-lived and short-lived transcripts in a sample. We first classified all genes as either expressing long or short lived RNAs, by setting a threshold on an available RNA half-life or decay rate data set. Specifically, for the HeLa half-life data [15], we chose the same threshold used by the authors to determine whether a gene expresses long-lived (half-life ≥4 hours) or short-lived (half-life <4 hours) RNA. For the RNA decay rate data [13], a gene was considered as expressing long-lived RNA if its decay rate was greater than the average across genes (corresponding to a relative decay rate greater than 0) and as short-lived if its decay rate was less than average (corresponding to values less than 0). We then ranked all genes in the sample by their expression levels (a higher expression level corresponds to higher rank value). Finally, the RS-score is defined as the difference in the mean rank of genes expressing long-lived RNAs and genes expressing short-lived RNAs. Therefore, higher RS-scores correspond to higher relative expression of genes with longer half-life, consistent with more efficient stabilization of RNA.

Genome-wide association test

Assuming an additive mode of inheritance, we performed linear regression analysis to assess association of RS-score with SNP genotypes, using PLINK v1.07 [40]. We included gender as a covariate in the linear model to correct for any sex bias. To combine samples from different populations, we carried out a principal component analysis (PCA) as implemented in the Eigensoft 4.2 [29], [41]. To correct for population stratification in genome-wide association tests, we included the first five principal components in addition to gender as covariates in the linear models.

Permutation testing

Applying a permutation testing procedure by Hirschhorn and Daly [42], in each GWAS test, we carried out 1000 permutations. In each permutation, we randomly shuffled the phenotype values, re-ran the GWAS and recorded the best (lowest) p-value from each run. Finally, we counted how many of these 1000 lowest p-values are less than or equal to the original p-value being evaluated. The permutation p is defined as this number divided by 1000 (i.e. the proportion of the 1000 lowest p-values that are less than or equal to the original p-value).

Analysis of RNA-seq data from SNRPB knockdown samples

We downloaded RNA-seq data generated by Saltzman et al. [27] from samples in which SNRPB or SRSF1 were knocked down as well as control samples. The data consisted of three samples for each knock down and three control samples. We mapped the RNA-seq reads to the human genome, build hg19, using Tophat 1.4.1 (with default parameters) [43] and estimated expression levels of RefSeq genes using Cufflinks 1.3.0 (with default parameters) [44]. Using the HeLa half-life data [15], we calculated the RS-score for each of the three samples. Gene expression levels in HNRNPA2B1 knockdown relative to control are shown separately for genes expressing short-lived (golden) and long-lived (dark green) RNAs in three independent replicates (Rep1, Rep2, and Rep3). P-values are from Wilcoxon rank sum tests that were used to compare expression levels between these two groups of genes. (TIFF) Click here for additional data file. First principal component (PC1) versus second principal component (PC2) for all 726 individuals from 8 populations. (TIFF) Click here for additional data file. Manhattan plots for GWA with RS-score in different populations and combined populations. Each Manhattan plot shows the distribution of -log10 of the P-values from tests of association between individual SNP markers and the RS-score. (TIFF) Click here for additional data file. P-P plots of the association with RS-score. The expected (X-axis) shows -log10 of random values, drawn from the uniform distribution. The observed (Y-axis) shows -log10 of the P-values from tests of association between individual SNP markers and the RS-score. The red line is used to compare the expected and observed values. (TIFF) Click here for additional data file. Summary of samples in the eight Hapmap3 populations. (DOCX) Click here for additional data file. Spearman correlation between HNRNPA2B1 and the RS-score. (DOCX) Click here for additional data file. Association between cis-eQTL of HNRNPA2B1 and the RS-score. (DOCX) Click here for additional data file. Genomic inflation factors (lambda) in different populations. (DOCX) Click here for additional data file. Top GO terms for genes positively correlated with rs6137010 in CHB. (DOCX) Click here for additional data file.
  42 in total

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Journal:  Immunity       Date:  1999-03       Impact factor: 31.745

7.  Integrating common and rare genetic variation in diverse human populations.

Authors:  David M Altshuler; Richard A Gibbs; Leena Peltonen; David M Altshuler; Richard A Gibbs; Leena Peltonen; Emmanouil Dermitzakis; Stephen F Schaffner; Fuli Yu; Leena Peltonen; Emmanouil Dermitzakis; Penelope E Bonnen; David M Altshuler; Richard A Gibbs; Paul I W de Bakker; Panos Deloukas; Stacey B Gabriel; Rhian Gwilliam; Sarah Hunt; Michael Inouye; Xiaoming Jia; Aarno Palotie; Melissa Parkin; Pamela Whittaker; Fuli Yu; Kyle Chang; Alicia Hawes; Lora R Lewis; Yanru Ren; David Wheeler; Richard A Gibbs; Donna Marie Muzny; Chris Barnes; Katayoon Darvishi; Matthew Hurles; Joshua M Korn; Kati Kristiansson; Charles Lee; Steven A McCarrol; James Nemesh; Emmanouil Dermitzakis; Alon Keinan; Stephen B Montgomery; Samuela Pollack; Alkes L Price; Nicole Soranzo; Penelope E Bonnen; Richard A Gibbs; Claudia Gonzaga-Jauregui; Alon Keinan; Alkes L Price; Fuli Yu; Verneri Anttila; Wendy Brodeur; Mark J Daly; Stephen Leslie; Gil McVean; Loukas Moutsianas; Huy Nguyen; Stephen F Schaffner; Qingrun Zhang; Mohammed J R Ghori; Ralph McGinnis; William McLaren; Samuela Pollack; Alkes L Price; Stephen F Schaffner; Fumihiko Takeuchi; Sharon R Grossman; Ilya Shlyakhter; Elizabeth B Hostetter; Pardis C Sabeti; Clement A Adebamowo; Morris W Foster; Deborah R Gordon; Julio Licinio; Maria Cristina Manca; Patricia A Marshall; Ichiro Matsuda; Duncan Ngare; Vivian Ota Wang; Deepa Reddy; Charles N Rotimi; Charmaine D Royal; Richard R Sharp; Changqing Zeng; Lisa D Brooks; Jean E McEwen
Journal:  Nature       Date:  2010-09-02       Impact factor: 49.962

Review 8.  mRNA stability in mammalian cells.

Authors:  J Ross
Journal:  Microbiol Rev       Date:  1995-09

Review 9.  hnRNP proteins and the biogenesis of mRNA.

Authors:  G Dreyfuss; M J Matunis; S Piñol-Roma; C G Burd
Journal:  Annu Rev Biochem       Date:  1993       Impact factor: 23.643

10.  Stability of a PKCI-1-related mRNA is controlled by the splicing factor ASF/SF2: a novel function for SR proteins.

Authors:  Raphael Lemaire; Jayendra Prasad; Tsuyoshi Kashima; Jennifer Gustafson; James L Manley; Robert Lafyatis
Journal:  Genes Dev       Date:  2002-03-01       Impact factor: 11.361

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