RNA-mediated gene regulation is less evolvable than transcriptional regulation

Joshua L. Payne; Fahad Khalid; Andreas Wagner

doi:10.1073/pnas.1719138115

New Research In

Edited by Rafael Sanjuán, Universitat de Valencia, Valencia, Spain, and accepted by Editorial Board Member Daniel L. Hartl February 28, 2018 (received for review November 2, 2017)

Significance

Cells regulate the activity of genes in a variety of ways. For example, they regulate transcription through DNA binding proteins called transcription factors, and they regulate mRNA stability and processing through RNA binding proteins. Based on current knowledge, transcriptional regulation is more widespread and is involved in many more evolutionary adaptations than posttranscriptional regulation. The reason could be that transcriptional regulation is studied more intensely. We suggest instead that transcriptional regulation harbors an intrinsic evolutionary advantage: when mutations change transcriptional regulation, they are more likely to bring forth novel patterns of such regulation. That is, transcriptional regulation is more evolvable. Our analysis suggests a reason why a specific kind of gene regulation is especially abundant in the living world.

Abstract

Much of gene regulation is carried out by proteins that bind DNA or RNA molecules at specific sequences. One class of such proteins is transcription factors, which bind short DNA sequences to regulate transcription. Another class is RNA binding proteins, which bind short RNA sequences to regulate RNA maturation, transport, and stability. Here, we study the robustness and evolvability of these regulatory mechanisms. To this end, we use experimental binding data from 172 human and fruit fly transcription factors and RNA binding proteins as well as human polymorphism data to study the evolution of binding sites in vivo. We find little difference between the robustness of regulatory protein–RNA interactions and transcription factor–DNA interactions to DNA mutations. In contrast, we find that RNA-mediated regulation is less evolvable than transcriptional regulation, because mutations are less likely to create interactions of an RNA molecule with a new RNA binding protein than they are to create interactions of a gene regulatory region with a new transcription factor. Our observations are consistent with the high level of conservation observed for interactions between RNA binding proteins and their target molecules as well as the evolutionary plasticity of regulatory regions bound by transcription factors. They may help explain why transcriptional regulation is implicated in many more evolutionary adaptations and innovations than RNA-mediated gene regulation.

Gene expression is regulated at multiple levels ranging from the accessibility of chromatin to the posttranslational modification of proteins. Much of this regulation is carried out by sequence-specific, nucleotide-binding proteins that target DNA or RNA molecules. Transcription factors (TFs) are one such class of proteins. They bind short DNA sequences to regulate gene expression at the level of transcription by activating or blocking the recruitment of RNA polymerase to the transcription start site (1). RNA binding proteins (RBPs) are another such class of proteins. They bind short RNA sequences to regulate gene expression posttranscriptionally by regulating the splicing of precursor mRNA as well as the stability, transport, translation, and decay of mature mRNA (2).

Mutations that affect the regulation of gene expression are often deleterious. This is evidenced by the numerous diseases associated with mutations in the nucleic acid binding sites of regulatory proteins (3 ⇓⇓–6). For example, spinal muscular atrophy, a pediatric neurodegenerative disorder, is caused by a point mutation in an exonic splicing element, which abrogates binding of an RBP and results in aberrant exon splicing. Such mutations are not rare. For instance, of 2,931 disease-associated SNPs located within regulatory DNA, 93.2% fall within sequences that bind TFs (5). It is, therefore, important that protein–nucleotide interactions are to some extent robust to mutation.

Changes in the regulation of gene expression need not be deleterious. They can also be adaptive and drive evolutionary change (7 ⇓⇓–10). For example, single-nucleotide mutations in the binding sites of TFs that regulate the expression of Drosophila Rhodopsin genes led to the restricted expression of these genes in specific subsets of photoreceptors. This change in gene expression facilitated the discrimination of a wide spectrum of optical stimuli and likely provided a selective advantage to the fly (11). It is, therefore, also important that protein–nucleotide interactions are evolvable, meaning that mutations to nucleic acid binding sites have the potential to bring forth new binding phenotypes. That is, they can change which protein a sequence binds, because such a change may lead to an adaptive change in the level, timing, or location of gene expression.

Robustness and evolvability are often studied within the context of a genotype–phenotype map (12, 13), an object of central importance in the biological sciences (14 ⇓–16). Most of what we know about genotype–phenotype maps comes from computational models of biological systems (17 ⇓⇓⇓⇓⇓–23). The two most prominent examples are models that predict the secondary structure phenotypes of RNA sequence genotypes (18) and the lattice-based structural phenotypes of simplified amino acid sequence genotypes (17). Analyses of these and other models have revealed three hallmark characteristics of genotype–phenotype maps (24): (i) many genotypes encode the same phenotype, (ii) the number of genotypes per phenotype has a highly nonuniform distribution, and (iii) genotype networks [also known as neutral networks (18)] mutationally connect sets of genotypes that have the same phenotype (25). The existence of genotype networks is important for at least two reasons. First, a mutation to any one genotype on the network has the potential to produce another genotype that is also on the network and therefore, also has the same phenotype. Second, genotype networks tend to spread far throughout the space of all possible genotypes, which provides mutational access to the genotype networks of different phenotypes. Genotype networks, therefore, confer both robustness and evolvability to phenotypes (25).

The study of genotype–phenotype maps is currently being transformed by technological advances in high-throughput sequencing and chip-based technologies (26 ⇓⇓⇓⇓⇓⇓⇓⇓⇓⇓⇓⇓⇓⇓⇓⇓–43) as well as by synthetic biology (44). These approaches facilitate the assignment of phenotypes to a large number of genotypes and thus, provide the opportunity to empirically characterize a genotype–phenotype map. Examples of such phenotypes include the ability of RNA molecules to bind an aptamer (29), the fluorescent activity of proteins (39), and the formation of a spatial stripe by synthetic gene regulatory circuits (44). For some genotype–phenotype maps, a phenotype can be assigned to all possible genotypes. Specifically, protein binding microarrays provide measurements of the affinity with which a TF binds to all possible 8-nt DNA sequences (45), and RNAcompete provides measurements of the affinity with which an RBP binds to all but two of the possible 7-nt RNA sequences (46). Data like these can be thought of as exhaustively enumerated, empirically derived genotype–phenotype maps, where the genotype is a DNA or RNA sequence and the phenotype is the molecular capacity of the sequence to bind a TF or RBP, respectively (31).

Here, we use experimental data from protein binding microarrays and RNAcompete to study and compare the robustness and evolvability of the nucleic acid binding sites of TFs and RBPs via a comparative analysis of their genotype–phenotype maps. In these maps, a genotype is a nucleic acid sequence, and a phenotype is the molecular capacity of the sequence to bind a TF or RBP. These genotype–phenotype maps are particularly amenable to comparative analysis because of the many similarities between these two forms of protein–nucleotide interactions. For example, the biophysics of binding are similar for the two nucleic acids, such that binding affinity between nucleotides in the DNA or RNA sequence and amino acids in the protein’s binding domain is largely determined via intermolecular interactions, such as ionic and hydrogen bonding (47, 48). Additionally, the number of DNA sequences profiled by protein binding microarrays is of the same order of magnitude as the number of RNA sequences profiled by RNAcompete, and this number is small enough to facilitate the exhaustive analysis of binding preferences for many TFs and RBPs (49, 50). Finally, both of these datasets exhibit the three hallmark characteristics of genotype–phenotype maps: (i) multiple distinct sequences bind the same protein (49, 50); (ii) some proteins are bound by many distinct sequences, whereas others are bound by very few (49, 50); and (iii) the sequences that bind a protein tend to form a single-genotype network (31, 51). Despite these similarities, we show here that these two genotype–phenotype maps exhibit pronounced architectural differences, which suggest that the nucleic acid binding sites of RNA-mediated gene regulation are less evolvable than those of transcriptional regulation.

Results

Protein Binding Microarray and RNAcompete Data.

We use experimental data from protein binding microarrays (50) and RNAcompete (49) to construct and compare two empirical genotype–phenotype maps. These data are comparable, because both technologies use the same analysis pipeline to transform the fluorescent intensities of microarray spots into an enrichment score (E-score) for all possible sequences of a short length. The E-score is a variant of the Wilcoxon–Mann–Whitney statistic that ranges from −0.5 to 0.5 and describes the relative binding preferences of a protein to its nucleic acid ligands, with larger numbers indicating increased preference. Protein binding microarrays profile the binding specificity of a TF by assigning an E-score to all 32,896 possible 8-nt DNA sequences, whereas RNAcompete profiles the binding specificity of an RBP by assigning an E-score to 16,382 7-nt RNA sequences (Materials and Methods). By setting a threshold on the E-score distribution, one can delineate sequences that specifically bind a TF or RBP from those that do not. Thus, we can assign the binary phenotype of bound or unbound to each sequence respective to each TF and RBP. To do so, we use an E-score threshold of 0.35 following earlier work (31, 41, 52, 53) (Materials and Methods). In SI Appendix, we consider more stringent binding affinity thresholds to show that our findings are qualitatively insensitive to this parameter.

Because there are currently far more protein binding microarray data available than RNAcompete data, we choose our study species according to the availability of the RNAcompete data. Specifically, we study proteins from Drosophila melanogaster and Homo sapiens, because these species have more RNAcompete data available than any other species (Materials and Methods, Table 1, and Dataset S1). These proteins include 38 TFs and 71 RBPs from H. sapiens as well as 30 TFs and 33 RBPs from D. melanogaster.

View this table:

Table 1.

Data analyzed in this study

We construct a genotype network for each TF and for each RBP. In such a network, vertices represent sequences that bind the TF or RBP (E-score > 0.35), and edges connect vertices if their corresponding sequences differ by a single small mutation (Materials and Methods) (31). Since some sequences bind multiple TFs or RBPs, genotype networks may overlap. Additionally, the sequences that bind a TF or RBP sometimes form multiple, disconnected genotype networks (SI Appendix, Table S1). In this case, there is always one genotype network that is much larger than the others (Dataset S1). We restrict our analyses to this largest genotype network for each TF and RBP as in our previous work (31, 41, 51).

Fig. 1 shows the sizes of the genotype networks of TF and RBP binding sites, expressed as fractions of genotype space, for both D. melanogaster and H. sapiens. We consider this fractional size rather than absolute size to facilitate the comparison of these two genotype–phenotype maps, which differ in the sizes of their respective genotype spaces. The range of fractional genotype network sizes is similar for the two classes of proteins, although there are fewer small genotype networks of TF binding sites than of RBP binding sites. For example, 16 genotype networks of TF binding sites (24%) occupy less than 0.5% of genotype space, whereas 46 genotype networks of RBP binding (44%) sites occupy less than 0.5% of genotype space (dashed vertical lines in Fig. 1).

Fig. 1.

Distributions of genotype network sizes. Histograms of the fractional sizes of the genotype networks of TF binding sites in (A) D. melanogaster and (B) H. sapiens and of RBP binding sites in (C) D. melanogaster and (D) H. sapiens. Fractional size is defined as the number of binding sites in the genotype network divided by the number of binding sites in genotype space. The dashed vertical lines correspond to a fractional size of 0.005, which we use as a threshold in supplementary analyses to determine the sensitivity of our results to the removal of proteins with small genotype networks. Summary statistics of the data shown in this figure and all others are provided in Dataset S2.

Robustness.

The mutational robustness of an individual binding site refers to the likelihood that a mutation in this site leaves binding intact. We quantify this robustness as the fraction of all possible mutations that yield a sequence that is part of the same genotype network. We then generalize this quantity by computing the average robustness of all sites that bind a given TF or RBP (31, 54), which provides a measure of binding site robustness specific to any one nucleic acid binding protein.

The distributions of robustness are similar for binding sites of TFs and RBPs (Fig. 2 A–D). On average, the robustness of D. melanogaster TFs is 0.33, whereas the average robustness of RBPs is 0.27. A nearly identical pattern is found in H. sapiens, where the average robustness for TFs is 0.33 compared with 0.26 for RBPs. However, the left-hand tail of the distribution is longer for RBPs. This means that some RBPs have considerably lower robustness than any of the TFs (P=0.044 for D. melanogaster and P=0.002 for H. sapiens, one-sided Wilcoxon rank sum test). For example, nine of the D. melanogaster RBPs are less robust than the least robust TF.

Fig. 2.

The binding sites of TFs and RBPs are similarly robust to mutation. Histograms of the distribution of mutational robustness for TF binding sites in (A) D. melanogaster and (B) H. sapiens and for RBP binding sites in (C) D. melanogaster and (D) H. sapiens. (E) Robustness is shown in relation to the fractional size of the genotype network, showing that the leftmost tails of the robustness distributions for RBP binding sites in C and D correspond to small genotype networks. Note the logarithmic scale of the x axis.

To determine why robustness can be higher for TFs than for RBPs, we studied the relationship between robustness and genotype network size. Fig. 2E shows that robustness increases approximately logarithmically with the size of the genotype network for both classes of proteins and in both species. This relationship may be a generic property of genotype–phenotype maps as computational models suggest (23, 24, 55, 56). The white symbols in the lower left-hand corner of the plot in Fig. 2E show that the low-robustness RBPs have small genotype networks. This indicates that robustness is often higher for TFs, because they do not have genotype networks as small as RBPs.

Evolvability.

In the context of nucleic acid binding sites, evolvability is the propensity of a mutation to bring forth a new binding phenotype (31). We quantify the evolvability of a TF’s or RBP’s binding sites in two steps. First, we determine the set of sequences that differ by a single mutation from any of the protein’s binding sites but that are not part of the protein’s genotype network. Second, we determine the fraction of TFs or RBPs in our dataset that these one-mutant neighbors bind (31, 54). This fraction is our measure of evolvability. It takes on high values when the one-mutant neighbors of a genotype network bind many TFs or RBPs and low values when the sequences neighboring a genotype network bind few TFs or RBPs.

We find that TF binding sites are considerably more evolvable than RBP binding sites in both D. melanogaster and H. sapiens (Fig. 3 A–D) (P<10−5 for both comparisons, one-sided Wilcoxon rank sum test). For example, in D. melanogaster, 29 of 30 TFs are more evolvable than even the most evolvable RBP. More generally, mutations to TF binding sites have the potential to create binding sites for 96% of the TFs in our dataset (65 TFs) on average, whereas mutations to RBP binding sites have the potential to create binding sites for 60% of the RBPs in our dataset (62 RBPs) on average. This means that the average evolvability of TFs is more than 1.5 times that of RBPs in both species. Mutations to TF binding sites are, therefore, more likely to bring forth new binding phenotypes than are mutations to RBP binding sites.

Fig. 3.

TF binding sites are more evolvable than RBP binding sites. Histograms of the distribution of evolvability for TF binding sites in (A) D. melanogaster and (B) H. sapiens and for RBP binding sites in (C) D. melanogaster and (D) H. sapiens. (E) Evolvability is shown in relation to the fractional size of the genotype network, showing that evolvability increases more rapidly with genotype network size and reaches a higher maximum value for TF binding sites than for RBP binding sites.

We next studied the relationship between evolvability and genotype network size to better understand how the genotype networks of different binding phenotypes are distributed in the genotype spaces of the two genotype–phenotype maps. Fig. 3E shows that evolvability increases with genotype network size for both TFs and RBPs but that the rate of increase is slower for RBPs. This raises the possibility that nucleic acid binding phenotypes are arranged differently in the two genotype spaces, because genotype networks of similar size confer different levels of evolvability as do phenotypes of similar robustness (SI Appendix, Fig. S1). Perhaps genotype networks of TF binding sites are nearer to one another in genotype space than are those of RBP binding sites? To find out, we calculated the average mutational distance between all pairs of genotypes from different genotype networks for all pairs of TFs and for all pairs of RBPs. This measure provides a sense of the proximity of genotype networks in genotype space. Fig. 4A shows that genotype networks of TF binding sites tend to be separated by fewer mutations than genotype networks of RBP binding sites (P<10−5 for both comparisons, one-sided Wilcoxon rank sum test). Complementing this analysis, we also characterized the extent of overlap among pairs of genotype networks, where the overlap of two genotype networks is defined as the number of binding sites that they have in common. Fig. 4B shows that the genotype networks of TF binding sites have more sites in common than the genotype networks of RBP binding sites (P<10−5 for both comparisons, one-sided Wilcoxon rank sum test). These patterns are consistent among pairs of proteins that have the same or different binding domains (SI Appendix, Figs. S2 and S3). Large genotype networks, therefore, confer evolvability in both genotype–phenotype maps, but the extent of this evolvability depends on how the phenotypes are distributed throughout genotype space, a property that varies among the maps.

Fig. 4.

Genotype networks of TF binding sites are typically separated by fewer mutations and exhibit more overlap than genotype networks of RBP binding sites. (A) Bar heights show the number of mutations that are needed to convert two binding sites from different genotype networks into one another averaged across all pairs of binding sites from all pairs of genotype networks and normalized by the length of the binding site. (B) Bar heights show the number of binding sites that are shared between two genotype networks averaged over all pairs of genotype networks and normalized by the number of possible binding sites. Note the logarithmic scale of the y axis. In both panels, the error bars represent a single SD.

To find out more generally how mutations to binding sites can bring forth novel binding phenotypes, we calculated the number of unique binding phenotypes that are found within n mutations of a focal genotype (18). We performed two variants of this analysis. In the first, we only considered genotypes within n mutations of any one genotype if they belonged to the same genotype network as the focal genotype (i.e., the nucleic acid sequences bind the same protein). Because any one of these nucleic acid sequences may also bind other proteins, this analysis amounts to a further characterization of genotype network overlap. Fig. 5 shows that, for any number n of mutations, a greater proportion of binding phenotypes can be reached in the genotype space of transcriptional regulation than in that of RNA-mediated gene regulation. For example, with just a single mutation (n=1), 39% of D. melanogaster TFs and 23% of H. sapiens TFs can be reached compared with 25% of D. melanogaster RBPs and 9% of H. sapiens RBPs. This difference is even more pronounced at the largest number of mutations (n=8 for TFs and n=7 for RBPs), where 75% of D. melanogaster TFs and 67% of H. sapiens TFs can be reached compared with just 44% of D. melanogaster RBPs and 23% of H. sapiens RBPs. In the second variant of this analysis, we considered all genotypes within a given number of n mutations of a focal genotype, regardless of whether these genotypes belong to the same genotype network as the focal genotype (i.e., regardless of whether the nucleic acid sequences bind the same protein). This measure, therefore, simultaneously characterizes the overlap and juxtaposition of genotype networks. SI Appendix, Fig. S4 shows that, at any number of n mutations, one can reach at least as many and usually more novel binding phenotypes for TFs than for RBPs. As the mutational radius approaches the diameter of the genotype space, the fraction of reachable phenotypes will necessarily approach one. However, the number of mutations at which this occurs is always smaller in the genotype space of TF binding sites than in the genotype space of RBP binding sites. For example, in D. melanogaster, all phenotypes only become reachable for RBP binding sites at the largest possible number of n=7 mutations, whereas n=4 mutations—just one-half of the maximum distance—suffice to reach all TF binding phenotypes. In sum, both variants of this analysis show that the nucleic acid binding sites of transcriptional regulation are more evolvable, because a given number of mutations can reach a larger number of new binding phenotypes.

Fig. 5.

Mutations to TF binding sites bring forth a greater number of new binding phenotypes than the same number of mutations to RBP binding sites. Each circle corresponds to the average fraction of TFs or RBPs in our dataset (vertical axis) that are bound by a sequence within n mutations (horizontal axis) of a focal sequence and that are on the same genotype network as the focal sequence. To calculate this average, we separately considered each sequence in each genotype network as the focal sequence. The average thus includes all sequences that are bound by at least one protein in our dataset from (A) D. melanogaster or (B) H. sapiens. Note that the maximum mutational distance of a genotype from a focal sequence on the same genotype network depends both on the location of the focal sequence in the genotype network and on the diameter of the genotype network. The binding sites of TFs have a greater number of new binding phenotypes than those of RBPs within a mutational radius of n for all n [(A) P=0.011 for n=0, P=0.002 for n=1, and P<10−3 for 3≤n≤7, one-sided Wilcoxon rank sum test; (B) P<10−5 for 0≤n≤7, one-sided Wilcoxon rank sum test]. Error bars depict a single SD. Data are offset in the horizontal direction for clarity. The legend in B applies to A as well.

At least some of the reduced robustness and evolvability of RBP binding sites relative to TF binding sites stems from the presence of small genotype networks in our RBP dataset. This raises the question of whether the abundance of small genotype networks is truly a characteristic feature of this genotype–phenotype map or is actually the result of a sampling bias in our dataset. Such bias could occur if our dataset includes a nonrepresentative proportion of RBPs that have small genotype networks. One way to determine if this bias exists is to compare the distributions of the number of bound sequences per RBP in our dataset with those of the remaining 68 RBPs for which binding data are available (Materials and Methods). The two distributions are statistically indistinguishable (P=0.24, Wilcoxon rank sum test) (SI Appendix, Fig. S5). To the extent that the RNAcompete data are representative of RBP binding preferences in general, this suggests that small genotype networks are indeed a characteristic feature of the genotype–phenotype map of RBP binding sites. In SI Appendix, we also show that our main conclusions are insensitive to the removal of proteins with small genotype networks (SI Appendix, Figs. S6–S8) and to the single-nucleotide difference in the lengths of the TF and RBP binding sites that we study (SI Appendix, Figs. S9–S12). Additionally, we show that our main conclusions are insensitive to the relaxation of some of our modeling assumptions, including the affinity threshold used to delineate bound from unbound sequences (SI Appendix, Figs. S13–S18) and the exclusion of small genotype network components from our evolvability measure (SI Appendix, Fig. S19).

Binding Site Variants in the Human Population.

The measures of robustness and evolvability that we studied here take into consideration all of the DNA and RNA sequences that bind a TF or RBP, respectively. Moreover, they assume that all types of point mutations to these sequences are equally likely. However, only a subset of all DNA and RNA sequences is used for gene regulation in vivo, and mutations to these sequences may be subject to biases. These include context-dependent mutation rates (57) as well as simple transition:transversion biases (58). In other words, our observations above need not hold for the binding sites encountered in vivo or for their mutational variants.

To find out if they do, we studied putative TF and RBP binding sites in humans and the single-nucleotide mutants of these sequences that exist as standing variation (Materials and Methods). Specifically, we collected DNaseI footprint data from 41 diverse cell and tissue types (59). These data demarcate protein-bound regions of the genome at single-nucleotide resolution genome-wide and can, therefore, be used to predict TF binding sites. We focused on footprints that are likely to be involved in gene regulation by filtering the footprints to only include those that overlap the promoter regions of protein-coding genes. We also collected RNase footprints from HeLa cells, which demarcate protein-bound regions of the transcriptome at single-nucleotide resolution transcriptome-wide and can, therefore, be used to predict RBP binding sites (60). We focused on footprints that are likely to be involved in gene regulation by filtering the footprints to only include those that were in the 5′ or 3′ UTRs of protein-coding transcripts, because these are common regulatory targets of RBPs (49). For each of the DNaseI and RNase footprints in these regulatory regions, we determined the likely bound TFs or RBPs based on the available binding data (49, 50) (Materials and Methods). This resulted in a list of putative binding sites for each TF and RBP. To determine which mutational variants of these binding sites exist as standing variation in the human population, we queried the 1000 Genomes Project Consortium data for SNPs (61). This allowed us to determine which of a binding site’s mutational variants likely abrogate binding to the focal protein and which do not. For those that are likely to abrogate binding, we determined which other TFs or RBPs the mutational variant might bind. In this way, we determined the robustness and evolvability of the set of nucleic acid sequences that are encountered as putative binding sites in vivo and how these properties relate to the size of a protein’s genotype network.

Fig. 6A shows that, as the size of a genotype network increases, so does the number of a binding site’s mutational variants that exist as standing variation in the human population and that do not abrogate binding to the focal protein (i.e., the mutational variants of a binding site are on the same genotype network as the binding site). This pattern is similar to that of Fig. 2E, indicating that the relationship between robustness and genotype network size is consistent among the subset of binding sites encountered in vivo and the superset of sequences characterized in vitro. Moreover, the distributions of robustness are statistically indistinguishable among TFs and RBPs (P=0.83, one-sided Wilcoxon rank sum test), consistent with our observation that their binding sites are similarly robust to mutation (Fig. 2). Much of the standing variation in human nucleic acid binding sites is, therefore, unlikely to abrogate binding, especially for TFs and RBPs with large genotype networks.

Fig. 6.

Analysis of human DNA polymorphisms shows that the binding sites of TFs and RBPs exhibit similar robustness to mutation, yet those of TFs are more likely to bring forth new binding phenotypes. (A) Robustness (vertical axis), defined as the fraction of a TF’s or RBP’s binding site variants that remain on the focal protein’s genotype network, shown in relation to the fractional size of the genotype network (horizontal axis). (B) Evolvability (vertical axis), defined as the fraction of TFs or RBPs in our dataset that are bound by the binding site variants that do not remain on the focal protein’s genotype network, shown in relation to the fractional size of the genotype network (horizontal axis). Binding site variants are from phase 3 of the 1000 Genomes Project Consortium (61). Black symbols correspond to the robustness and evolvability of binding sites in DNaseI footprints that overlap promoters averaged across 41 cell and tissue types. White symbols correspond to the robustness and evolvability of binding sites in RNase footprints that overlap the 5′ and 3′ UTRs of transcripts in HeLa cells.

Fig. 6B shows that, as the size of a genotype network increases, so does the number of TFs or RBPs that are bound by the one-mutant neighbors of binding sites that abrogate binding to the focal protein (i.e., the mutational variants of a binding site are not on the same genotype network as the binding site but rather, are on the genotype network of another protein). This pattern is similar to that of Fig. 3E, indicating that, like robustness, the relationship between evolvability and genotype network size is consistent among the subset of binding sites encountered in vivo and the superset of sequences characterized in vitro. Therefore, mutational variants of TF binding sites in the human population are more likely to have new binding phenotypes than those of RBP binding sites (P<10−5, one-sided Wilcoxon rank sum test). This provides support for our main conclusion that the nucleic acid binding sites of RNA-mediated gene regulation are less evolvable than those of transcriptional regulation.

Discussion

The nucleic acid sequences that bind TFs dictate when, where, and to what extent genes are transcribed. The resulting transcripts comprise nucleic acid sequences that bind RBPs to regulate much of the transcripts’ lifecycle, including splicing, transport, and decay. Interactions between nucleic acid binding sites and their cognate regulatory proteins are, therefore, fundamental to the regulation of gene expression. Here, we used experimental data to study the robustness and evolvability of these interactions. We did so via a comparative analysis of their genotype–phenotype maps. In these maps, a genotype is a nucleic acid sequence, and a phenotype is the molecular capacity of the sequence to bind a protein (31). For each TF and RBP, we constructed a genotype network from the sequences that bind the protein, and we studied how these genotype networks confer robustness and evolvability to the binding sites they harbor.

These empirical genotype–phenotype maps exhibit two architectural differences. First, the genotype networks of RBP binding sites are often much smaller than those of TF binding sites, which means that the bindings sites of some RBPs are less robust than those of TFs. Second, the genotype networks of TF binding sites interface and overlap with one another more than the genotype networks of RBP binding sites, rendering the space of TF binding sites more conducive to the evolution of new binding phenotypes. This observation is consistent with our analysis of standing genetic variation in the human population as reported by the 1000 Genomes Project Consortium (61). Specifically, standing variation in TF binding sites is more likely to confer new binding phenotypes than standing variation in RBP binding sites.

There are additional facets to the robustness and evolvability of transcriptional and RNA-mediated gene regulation that we do not study here. For example, the robustness of transcriptional regulation can be enhanced by homotypic clusters of TF binding sites, shadow enhancers, and redundant TFs (62), whereas the evolvability of RNA-mediated gene regulation can be enhanced by alternative splicing, alternative polyadenylation, and RNA editing (63). Even in the context of nucleic acid binding sites, which are the focus of this study, there is an additional facet to evolvability that we do not consider but that may further contribute to the greater evolvability of TF binding sites. It is the propensity for binding sites to evolve de novo in regulatory regions (64, 65). The reason is that, in higher eukaryotes, such as the species studied here, the transcriptional regulation of gene expression is typically implemented by a promoter and several enhancers (66, 67), and each of these can span well over 1 kb of DNA (68, 69). This is a larger mutational target than the 5′ and 3′ UTRs of transcripts, which in humans, tend to span ∼200 bp and ∼1 kbp pair, respectively (70). While RBP binding sites are known to evolve de novo in these regions (71), the larger size of promoters and enhancers makes it likely that TF binding sites are also more evolvable in the context of de novo evolution.

Our evolvability measure is specifically concerned with mutations to binding sites that change the binding partner from one protein to another. Such mutations can indeed lead to adaptive changes in gene expression as examples from transcriptional regulation show (11, 72, 73). For instance, the initiation and progression of cancer are parts of an evolutionary process, in which mutations facilitate the uncontrolled division and spread of abnormal cells throughout the body. Such mutations commonly arise in regulatory regions (72, 74, 75) as evidenced by recurrent mutations in the binding sites of CEBP TFs, which create high-affinity binding sites for other TFs (72). These mutations are found across a diversity of cancer types, which suggests that they drive a change in gene expression that is selectively advantageous for cancer cells. We do not know of an analogous example for RBP binding sites. The reason may be that they are not as well-studied, that they show lower evolvability, or both.

Our study has three limitations that are worth highlighting. The first is the size of our dataset. The human genome encodes ∼1,400 TFs and ∼700 mRNA-binding RBPs (6, 76), whereas our dataset comprises 38 human TFs and 71 human RBPs. The inclusion of more proteins will necessarily affect the architecture of the genotype–phenotype maps that we study. However, the consistency of our conclusions across the D. melanogaster and H. sapiens datasets, which comprise different binding domains and different numbers of proteins per binding domain, provides reassurance that our findings are general. The second limitation is that we use indirect evidence of in vivo protein–nucleotide interactions, because footprinting assays do not reveal which proteins are bound by a specific nucleic acid sequence. We ameliorate this limitation by only studying footprints that contain sequences that bind the proteins in our dataset. Ideally, however, we would study data from assays that provide direct evidence of protein–nucleotide interactions (77, 78), but these data are available neither for most of the proteins in our dataset nor for the 1000 Genomes Project Consortium data. The third limitation is the length of the binding sites that we study, which are representative of the binding preferences of many but not all TFs and RBPs (49, 50). For example, Cys2-His2 zinc finger proteins typically bind longer sequences (79), to which we cannot extrapolate our findings. As our ability to predict (80) and measure (81) the binding preferences of such proteins continues to advance, it will become possible to extend our analyses to longer nucleic acid ligands.

In sum, our comparative analysis of two empirical genotype–phenotype maps suggests that the nucleic acid binding sites of RNA-mediated gene regulation are less evolvable than those of transcriptional regulation. This observation is consistent with the high levels of mRNA target conservation for RBPs (10, 82, 83) and the evolutionary plasticity of the regulatory regions involved in transcriptional regulation (84 ⇓–86) as well as their role in the evolution of myriad adaptations and innovations (11, 87, 88).

Materials and Methods

Protein Binding Microarray and RNAcompete Data.

The largest databases for protein binding microarray and RNAcompete data are CIS-BP (50) and CISBP-RNA (49), respectively. There is currently far more protein binding microarray data available than RNAcompete data. Specifically, the most recent build of the CIS-BP database (version 1.02) contains protein binding microarray data for 1,665 TFs from 132 species, whereas the most recent build of the CISBP-RNA database (version 0.6) contains RNAcompete data for 194 RBPs from 24 eukaryotic species. Our choice of study species was, therefore, guided by the availability of the RNAcompete data, because they are more limited. We chose to study proteins from D. melanogaster and H. sapiens, because these species have more RNAcompete data available than any of the other species (Table 1 and Dataset S1). We limited our study to two species, because the species with the next largest number of RBPs in the CISBP-RNA database was Caenorhabditis elegans, which had only 15 RBPs profiled.

More specifically, we downloaded protein binding microarray data for 30 D. melanogaster and 38 H. sapiens TFs from the CIS-BP database (version 1.02) (50), and we downloaded RNAcompete data for 33 D. melanogaster and 71 H. sapiens RBPs from the web supplement of ref. 49. Both the protein binding microarray and RNAcompete data include a nonparametric rank-based enrichment score (E-score) that can be used to delineate sequences that specifically bind a TF or RBP from those that do not. The protein binding microarray data include an E-score for all possible 8-nt dsDNA sequences. The total number of such sequences is (48−44)/2+44=32,896 rather than 48=65,536, because each sequence is merged with its reverse complement and because there are 44 sequences that are identical to their reverse complement and therefore, cannot be merged (89). The RNAcompete data include an E-score for nearly all possible 7-nt ssRNA sequences. The total number of such sequences is 47−2=16,382, where the −2 accounts for the two sequences (GCTCTTC and GAAGAGC) that contain an SapI restriction site, which is used during the RNA pool synthesis to remove linker sequences from PCR products (46). The data from these two experimental protocols are comparable, because the numbers of nucleic acid sequences profiled are of the same order of magnitude and because the E-score is calculated in the same way and has the same meaning in the two datasets. Following earlier work (31, 41, 52), we consider a sequence to bind a TF or an RBP if its E-score exceeds 0.35. We chose this threshold not only because it has precedent (31, 41, 52, 53), but also because an analysis of the relationship between E-score and false discovery rate for 104 mouse TFs revealed that sequences with an E-score greater than 0.35 had a false discovery rate less than 0.001 (31). In SI Appendix, we perform a sensitivity analysis of our results to this binding affinity threshold.

For each TF and RBP, E-scores were provided from two distinct array designs. We considered the E-score of a DNA or RNA sequence to be the average of the two E-scores. To include a TF or RBP in our dataset, we required that it bind at least one sequence (i.e., that at least one sequence had an average E-score >0.35). For 1 TF and for 12 RBPs, data were available from more than one experiment. For these proteins, we chose the experiment with the largest number of bound sequences (Dataset S1) to avoid any bias toward small genotype networks in the genotype–phenotype map of RBP binding sites. In a supplementary analysis reported in SI Appendix, Fig. S5, we studied RNAcompete data for an additional 68 RBPs. We processed these in the same way as the data from the 33 D. melanogaster and 71 H. sapiens RBPs. In supplementary analyses reported in SI Appendix, Figs. S9–S12, we studied the space of all possible 47/2=8,192 7-nt dsDNA sequences (note that, in this case, we do not have to account for sequences that are identical to their reverse complement, because such sequences only exist when the sequence length is an even number). We used the same analysis pipeline to calculate E-scores for these sequences as used for the 8-nt DNA sequences studied in the text.

Both the CIS-BP and the CISBP-RNA databases have been updated since their original release. This is why our calculation of the total number of TFs and RBPs in these databases does not match the numbers reported in the original manuscripts (49, 50). We calculated the number of TFs and species in the CIS-BP database by entering “PBM” as “By Evidence Type” on the homepage of the CIS-BP website and downloading the resulting .csv file. We removed all TFs labeled as “PBM_CONTRUCTS” in the “Species” column and then counted the number of TFs and the number of unique species. Analogously, we calculated the number of RBPs and species in the CISBP-RNA database by entering “RNAcompete” as By Evidence Type in the homepage of the CISBP-RNA website and downloading the resulting .csv file. We removed all RBPs labeled as “RNAcompete_CONSTRUCTS” in the Species column and counted the number of RBPs and the number of unique species.

Human Polymorphism Data.

We used data from phase 3 of the 1000 Genomes Project, which includes 84.7 million SNPs from 2,504 individuals representing 26 human populations (61). We filtered the dataset to only include SNPs that passed quality control. These data and the data described below pertain to build hg19 of the human genome.

We sought to determine the amount of variation in TF and RBP binding sites. To do so, we first identified regions of the human genome that may be involved in gene regulation by TFs or RBPs. For TFs, we identified protein-bound regions of gene promoters using digital footprints from DNaseI hypersensitivity assays (59). These data provide genome-wide evidence of protein–DNA interactions across 41 cell and tissue types at single-nucleotide resolution. We used BEDTools to filter the footprints (90), such that we only retained footprints that overlapped promoter regions by at least 1 bp. We defined the promoter region of a gene to be the DNA sequence 1 kb upstream of the gene’s transcription start site. We restricted our attention to genes encoding mRNA as indicated by the prefix NM in the RefSeq database (91). For these same genes, we identified 5′ and 3′ UTRs as potential regulatory targets for RBPs. We identified protein-bound regions in mRNA transcripts using footprints from an RNase hypersensitivity assay (60), which provides transcriptome-wide evidence of protein–RNA interactions in HeLa cells. We used bedtools to filter the footprints, such that we only retained footprints that overlapped 5′ and 3′ UTRs by at least 1 bp.

For each TF, we scanned each promoter footprint for potential TF binding sites, and for each RBP, we scanned each 5′ UTR footprint and each 3′ UTR footprint for potential RBP binding sites. The scanning worked as follows. If a footprint contained at least one sequence with an E-score >0.35 for the TF or RBP, then we considered this sequence to be a potential binding site. If the footprint contained more than one binding site, then we randomly chose one of them for later analysis. We chose to assign only one binding site per footprint per TF or RBP to avoid any bias that may be introduced by the different lengths of DNaseI footprints and RNase footprints.

The above procedure resulted in a list of genomic coordinates of potential binding sites for each TF and RBP. The number of such TF binding sites ranged from 266 for the TF POU6F1 in HFF cells to a maximum of 50,126 for the TF DNMT1 in NB4 cells. The number of such RBP binding sites ranged from 0 for the RBPs ENOX1, FXR2, and ZNF638 to a maximum of 32,272 for the RBP HNRNPH2. For each of these potential binding sites, we used the Samtools function tabix to query the 1000 Genomes Consortium data for SNPs (92). We used the results of these queries to calculate the proportion of binding site variants that is on the focal TF’s or RBP’s genotype network and the proportion that is not. For those variants that are not on the genotype network, we calculated the fraction of TFs or RBPs in our dataset that these variants have the potential to bind.

Genotype Networks.

We constructed a genotype network for each TF and RBP following the procedure of Payne and Wagner (31). Specifically, for each protein, we used the Smith–Waterman algorithm to perform a pairwise alignment on all pairs of bound sequences (E-score >0.35), in which we prohibited gaps. We then calculated the mutational distance m(s1,s2) between two sequences s1 and s2 as the number of mismatches in the alignment of these sequences. We represented bound sequences as vertices in the network, and we connected two vertices by an edge if their corresponding sequences differed by a single small mutation. We considered point mutations and small indels that shift an entire contiguous binding site by a single base (31). For TFs, we calculated the mutational distance between two DNA sequences s1 and s2 as the minimum of the mutational distance m(s1,s2) and m(s1,s2′), where s2′ is the reverse complement of s2. For RBPs, we calculated the mutational distance between two RNA sequences s1 and s2 as m(s1,s2). We constructed genotype networks in this way using the Genonets Server (51), which we also used to measure robustness and evolvability as well as the overlap among genotype networks.

Statistical Analysis.

We use the nonparametric, one-sided Wilcoxon rank sum test of the null hypothesis that the distributions of samples x and y come from distributions with equal medians against the alternative hypothesis that y is sampled from a distribution with a median that is greater than that of the distribution from which x was sampled. We do not distinguish between P values that are less than 10−5.

Acknowledgments

We thank Mihai Albu, Alejandro V. Cano, Paco Majic, and Matt Weirauch for discussions as well as three anonymous reviewers for their critical reading and feedback. J.L.P. acknowledges support from Swiss National Science Foundation Grants PZ00P3_154773 and PP00P3_170604. A.W. acknowledges support from European Research Council Advanced Grant 739874, Swiss National Science Foundation Grant 31003A_172887, and the University Priority Research Program in Evolutionary Biology at the University of Zurich.

Footnotes

↵¹To whom correspondence should be addressed. Email: joshua.payne{at}env.ethz.ch.

Author contributions: J.L.P. and A.W. designed research; J.L.P. and F.K. performed research; J.L.P., F.K., and A.W. analyzed data; and J.L.P. and A.W. wrote the paper.
The authors declare no conflict of interest.
This article is a PNAS Direct Submission. R.S. is a guest editor invited by the Editorial Board.
This article contains supporting information online at www.pnas.org/lookup/suppl/doi:10.1073/pnas.1719138115/-/DCSupplemental.

This open access article is distributed under Creative Commons Attribution-NonCommercial-NoDerivatives License 4.0 (CC BY-NC-ND).

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Biological Sciences
Evolution

[1] ↵
Weake VM,
Workman JL
(2010) Inducible gene expression: Diverse regulatory mechanisms. Nat Rev Genet 11:426–437.
OpenUrl CrossRef PubMed

[2] Weake VM,

[3] Workman JL

[4] ↵
Keene JD
(2007) RNA regulons: Coordination of post-transcriptional events. Nat Rev Genet 8:533–543.
OpenUrl CrossRef PubMed

[5] Keene JD

[6] ↵
Lukong KE,
Chang K,
Khandjian EW,
Richard S
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RNA-mediated gene regulation is less evolvable than transcriptional regulation

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Abstract

Results

Protein Binding Microarray and RNAcompete Data.

Robustness.

Evolvability.

Binding Site Variants in the Human Population.

Discussion

Materials and Methods

Protein Binding Microarray and RNAcompete Data.

Human Polymorphism Data.

Genotype Networks.

Statistical Analysis.

Acknowledgments

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RNA-mediated gene regulation is less evolvable than transcriptional regulation

Significance

Abstract

Results

Protein Binding Microarray and RNAcompete Data.

Robustness.

Evolvability.

Binding Site Variants in the Human Population.

Discussion

Materials and Methods

Protein Binding Microarray and RNAcompete Data.

Human Polymorphism Data.

Genotype Networks.

Statistical Analysis.

Acknowledgments

Footnotes

References

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