| Literature DB >> 31417621 |
Ivain Martinossi-Allibert1, Emma Thilliez1, Göran Arnqvist1, David Berger1.
Abstract
Whether sexual selection impedes or aids adaptation has become an outstanding question in times of rapid environmental change and parallels the debate about how the evolution of individual traits impacts on population dynamics. The net effect of sexual selection on population viability results from a balance between genetic benefits of "good-genes" effects and costs of sexual conflict. Depending on how these facets of sexual selection are affected under environmental change, extinction of maladapted populations could be either avoided or accelerated. Here, we evolved seed beetles under three alternative mating regimes to disentangle the contributions of sexual selection, fecundity selection, and male-female coevolution to individual reproductive success and population fitness. We compared these contributions between the ancestral environment and two stressful environments (elevated temperature and a host plant shift). We found evidence that sexual selection on males had positive genetic effects on female fitness components across environments, supporting good-genes sexual selection. Interestingly, however, when males evolved under sexual selection with fecundity selection removed, they became more robust to both temperature and host plant stress compared to their conspecific females and males from the other evolution regimes that applied fecundity selection. We quantified the population-level consequences of this sex-specific adaptation and found evidence that the cost of sociosexual interactions in terms of reduced offspring production was higher in the regime applying only sexual selection to males. Moreover, the cost tended to be more pronounced at the elevated temperature to which males from the regime were more robust compared to their conspecific females. These results illustrate the tension between individual-level adaptation and population-level viability in sexually reproducing species and suggest that the relative efficacies of sexual selection and fecundity selection can cause inherent sex differences in environmental robustness that may impact demography of maladapted populations.Entities:
Keywords: adaptation; environmental change; maladaptation; population viability; sexual conflict; sexual reproduction; sexual selection; stress
Year: 2019 PMID: 31417621 PMCID: PMC6691221 DOI: 10.1111/eva.12758
Source DB: PubMed Journal: Evol Appl ISSN: 1752-4571 Impact factor: 5.183
Predictions for differences among the three selection regimes (P = Polygamy selection, Ma = Male‐limited sexual selection, Mo = Monogamy selection) for the five fitness measures under three main scenarios for the effects of sexual selection
| Measure | Good genes | IaSC | IeSC |
|---|---|---|---|
| Male LRS | P > Ma > Mo | Ma > P > Mo | P = Ma>Mo |
| Female LRS | P > Ma > Mo | Mo > P > Ma | P > Mo>Ma |
| Fertility | P > Ma > Mo | Mo > P > Ma | Mo > P > Ma |
| Population fitness | P > Ma > Mo | Mo > P > Ma | P > Mo>Ma |
| Cost of mating | Ma > P > Mo | Ma > P > Mo | Ma > P > Mo |
The “good genes” and intralocus sexual conflict (IaSC) scenarios assume a genetic correlation for fitness, rMF = 1 and −1, respectively. The scenario where interlocus sexual conflict (IeSC) is the prevailing effect of sexual selection assumes that rMF = 0. Based on empirical data on seed beetles, all scenarios assume that sexual selection in males > fecundity selection in females. Note that the population‐level cost of sociosexual interactions may differ between selection regimes under all three scenarios, given that males and females may evolve differences in their relative abilities to coerce (males) and reject/tolerate (females) matings. Note also that male and female LRS were measured against a standard polygamous reference stock, whereas the other three estimates are “within‐population” measures. The predictions summarized in this table are based on the scenarios described in Supporting Information Figure S1. We test these predictions in well‐adapted and maladapted populations (see Results).
Figure 1Sex‐specific competitive lifetime reproductive success (LRS) in each of the three assay environments in the three evolution regimes. Female (a) LRS and male (b) LRS were standardized separately by mean LRS of the Polygamy regime at 29°c. Error bars represent one standard error
(a) ANOVA table for a general linear mixed‐effect model of competitive lifetime reproductive success, showing the effect of sex, assay environment, and evolution regime and their interactions. (b) and (c) shows the analysis for females and males, respectively. p‐values were calculated using type III sums of squares
| Fixed effect |
|
|
|
|---|---|---|---|
| (a) | |||
| Evolution regime | 1.71 | 2 | 0.43 |
| Environment | 15.7 | 2 | <0.001 |
| Sex | 0.45 | 1 | 0.5 |
| Environment: Evolution regime | 1.85 | 4 | 0.76 |
| Sex: Evolution regime | 0.67 | 2 | 0.72 |
| Sex: Environment | 18.0 | 2 | <0.001 |
| Sex:Environment: Evolution regime | 11.8 | 4 | 0.02 |
| (b) | |||
| Evolution regime | 3.84 | 2 | 0.15 |
| Environment | 14.6 | 2 | <0.001 |
| Environment: Evolution regime | 1.35 | 4 | 0.85 |
| (c) | |||
| Evolution regime | 5.2 | 2 | 0.07 |
| Environment | 85.2 | 2 | <0.001 |
| Environment: Evolution regime | 22.7 | 4 | <0.001 |
Figure 2Bayesian posterior modes and 95% credible intervals for fertility (light bars) and population fitness (dark bars) at benign and elevated temperature in the three evolution regimes
Figure 3Sex‐specific sensitivity to elevated temperature and associated costs of sociosexual interactions for the three evolution regimes. (a) Relativized competitive LRS is presented separately for each evolution regime to emphasize sex‐specific robustness to elevated temperature in each regime. Error bars represent standard errors. (b) The cost of sociosexual interactions was calculated as 1‐(population fitness/fertility) and represents the relative drop in offspring production per female between a single monogamous mating and a polygamous group setting from Bayesian posterior modes and 95% credible intervals