| Literature DB >> 19364735 |
Juan Martin-Coello1, Hernán Dopazo, Leonardo Arbiza, Juan Ausió, Eduardo R S Roldan, Montserrat Gomendio.
Abstract
Phenotypic adaptations may be the result of changes in gene structure or gene regulation, but little is known about the evolution of gene expression. In addition, it is unclear whether the same selective forces may operate at both levels simultaneously. Reproductive proteins evolve rapidly, but the underlying selective forces promoting such rapid changes are still a matter of debate. In particular, the role of sexual selection in driving positive selection among reproductive proteins remains controversial, whereas its potential influence on changes in promoter regions has not been explored. Protamines are responsible for maintaining DNA in a compacted form in chromosomes in sperm and the available evidence suggests that they evolve rapidly. Because protamines condense DNA within the sperm nucleus, they influence sperm head shape. Here, we examine the influence of sperm competition upon protamine 1 and protamine 2 genes and their promoters, by comparing closely related species of Mus that differ in relative testes size, a reliable indicator of levels of sperm competition. We find evidence of positive selection in the protamine 2 gene in the species with the highest inferred levels of sperm competition. In addition, sperm competition levels across all species are strongly associated with high divergence in protamine 2 promoters that, in turn, are associated with sperm swimming speed. We suggest that changes in protamine 2 promoters are likely to enhance sperm swimming speed by making sperm heads more hydrodynamic. Such phenotypic changes are adaptive because sperm swimming speed may be a major determinant of fertilization success under sperm competition. Thus, when species have diverged recently, few changes in gene-coding sequences are found, while high divergence in promoters seems to be associated with the intensity of sexual selection.Entities:
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Year: 2009 PMID: 19364735 PMCID: PMC2690471 DOI: 10.1098/rspb.2009.0257
Source DB: PubMed Journal: Proc Biol Sci ISSN: 0962-8452 Impact factor: 5.349
Figure 1(a) Relationship between body weight and testes weight in murid rodents (r2=0.4463, n=32, p<0.0001). Open circles (our own data): 1, M. cookii; 2, M. famulus; 3, M. macedonicus; 4, M. m. bactrianus; 5, M. m. castaneus; 6, M. m. domesticus; 7, M. m. musculus; 8, M. pahari; 9, M. spicilegus; 10, M. spretus. Filled circles (data from Kenagy & Trombulak 1986): Apodemus agrarius, Apodemus flavicollis, Apodemus microps, A. sylvaticus, Micromys minutus, Notomys alexis, Notomys cervinus, Notomys fuscus, Notomys mitchelli, Praomys natalensis, Pseudomys apodemoides, Pseudomys australis, Pseudomys delicatulus, Pseudomys desertor, Pseudomys gracilicaudatus, Pseudomys hermannsburgensis, Pseudomys nanus, Pseudomys novaehollandiae, Pseudomys shortridgei, Rattus exulans, Rattus norvegicus, Rattus rattus. (b) Bayesian phylogenetic reconstruction of the 10 species of Mus. Note the low mean number of amino acid substitutions per site measured in the branches. Grey and black nodes represent clusters with 1.00 and 0.79 posterior probability values, respectively (table S1 in the electronic supplementary material).
Positive selection on protamine genes. (Parameter estimation and likelihood scores under models of variable ω ratios among sites for protamine 1 (Prm 1) and protamine 2 (Prm 2). Protamine 1 does not show differences in likelihoods under alternative ML site models, suggesting the absence of positive selection in this protein. However, positive selection was detected on residue 106 of protamine 2 when likelihood ratio tests were applied to compare the alternative selection and nearly neutral models under two different models for the distribution of ω among sites (2ΔlM1&M2=12.60; 2ΔlM7&M8=12.62>Χ(0.001,d.f.=1)2=10.83). According to the Bayes empirical Bayes (BEB) analysis, residue 106 has a mean value of ω between 8.26 and 8.24 with a posterior probability of being positively selected between 0.994 and 0.998 in models M2 or M8, respectively. Residue 22 changing from glutamic acid (E) to glycine (G) in M. spicilegus does not reach the significance cut-off value (P=53.0%). The ω ratio is taken as the average over all sites in the alignments. PSS is the number of positively selected sites, inferred above a 50% posterior probability cut-off.)
| protein model | ln | parameter estimates | PSS | ||
|---|---|---|---|---|---|
| M1. nearly neutral | −79.8749 | 0.000 | not allowed | ||
| M2. positive selection | −79.8749 | 0.000 | none | ||
| M7. beta | −79.8749 | 0.000 | not allowed | ||
| M8. beta and | −79.8749 | 0.000 | none | ||
| M1. nearly neutral | −460.3668 | 0.272 | not allowed | ||
| M2. positive selection | −454.0647 | 1.438 | 106H: | ||
| M7. beta | −460.3764 | 0.250 | not allowed | ||
| M8. beta and | −454.0665 | 1.442 | 22E: |
Figure 2Main evolutionary events in protamine 2. Three independent events of amino acid change have occurred at residue 106 in protamine 2. The most frequent state and the basal condition of this site is histidine (H). The most parsimonious hypotheses of character evolution are (i) the independent transformation from 106H (hatched boxes) to 106R (grey boxes) in M. spicilegus, M. spretus and M. famulus, and (ii) its gain in the internal branch labelled ‘a’ and the posterior reversals in ‘b’ and ‘c’. An additional character state transformation has also occurred in site 22 of M. spicilegus where a glycine (G; black oval) is found instead of the basal condition of glutamic acid (E; hatched ovals). Site tests of positive selection found statistically significant evidence (p<0.05) of adaptive evolution associated with these changes (table 1). Note that two out of three species carrying derived states at residues 22 and 106 show the highest levels of sperm competition (figure 1a).
Figure 3Promoter divergence and sexual selection. Results of the linear regression analyses between the genetic divergences of the regulatory elements of protamines against relative testes size. The divergence unit is the mean number of nucleotide substitution per site. Note that neither the evolution of (a) the intron sequences (INT, used as a neutral marker of evolution; r2=−0.096, p=0.5562) nor that of (b) the protamine 1 (Prm 1) promoter (R2=−0.043, p=0.4322) fits a linear regression model. Only when (c) the protamine 2 (Prm 2) promoter (R2=0.707, p=0.0055) divergence is considered alone or in combination with (d) other parameters of divergence (Prm 2 promoter−Prm 1 promoter)/INT; R2=0.86, p=0.0006) are significant relationships with relative testes size found. Genetic divergences of Prm 1 promoter, Prm 2 promoter and INT sequences were estimated as the mean distribution values of branch lengths computed after a 10 000 bootstrap-based analysis (see fig. S5 in the electronic supplementary material). R2 and p represent the fit and the statistical confidence of the linear regression models.
Promoter evolution and relative testes size. (Statistical values of linear regression models between the genetic divergence of the regulatory elements of protamines and relative testes size. Note that, irrespective of the way in which the relative divergence of Prm 2 promoter in relation to Prm 1 promoter and/or INT sequences is analysed, all the variables considering the promoter region of Prm 2 fit a linear regression model with statistical confidence (p<0.05). Genetic divergence of the Prm 1 promoter, Prm 2 promoter and INT sequences was estimated as the mean distribution value of branch lengths computed after a 10 000 bootstrap-based analysis (see fig. S3 in the electronic supplementary material). n.s., non-significant at 95% of statistical confidence. *Significant at 95% of statistical confidence. **Significant at 99% of statistical confidence. ***Significant at 99.9% of statistical confidence.)
| variable | ||
|---|---|---|
| INT | −0.0957 | 0.5662n.s. |
| −0.0434 | 0.4322n.s. | |
| −0.1631 | 0.8960n.s. | |
| 0.7065 | 0.0055** | |
| 0.5826 | 0.0168* | |
| 0.8091 | 0.0014** | |
| ( | 0.8599 | 0.0005*** |
| 0.8233 | 0.0011** | |
| ( | 0.5619 | 0.0195** |
Figure 4Relationship between mean values of divergence of the regulatory region controlling the expression of Prm 2 and sperm swimming velocity (straight-line velocity: VSL, R2=0.659, p=0.02). The divergence unit is the mean number of nucleotide substitution per site.