| Literature DB >> 30283659 |
Rowan A Lymbery1, W Jason Kennington1, Jonathan P Evans1.
Abstract
Interactions among eggs and sperm are often assumed to generate intraspecific variation in reproductive fitness, but the specific gamete-level mechanisms underlying competitive fertilization success remain elusive in most species. Sperm chemotaxis-the attraction of sperm by egg-derived chemicals-is a ubiquitous form of gamete signaling, occurring throughout the animal and plant kingdoms. The chemical cues released by eggs are known to act at the interspecific level (e.g., facilitating species recognition), but recent studies have suggested that they could have roles at the intraspecific level by moderating sperm competition. Here, we exploit the experimental tractability of a broadcast spawning marine invertebrate to test this putative mechanism of gamete-level sexual selection. We use a fluorescently labeled mitochondrial dye in mussels to track the real-time success of sperm as they compete to fertilize eggs, and provide the first direct evidence in any species that competitive fertilization success is moderated by differential sperm chemotaxis. Furthermore, our data are consistent with the idea that egg chemoattractants selectively attract ejaculates from genetically compatible males, based on relationships inferred from both nuclear and mitochondrial genetic markers. These findings for a species that exhibits the ancestral reproductive strategy of broadcast spawning have important implications for the numerous species that also rely on egg chemoattractants to attract sperm, including humans, and have potentially important implications for our understanding of the evolutionary cascade of sexual selection.Entities:
Keywords: Gamete interactions; genetic compatibility; sexual selection; sperm chemotaxis; sperm competition
Year: 2017 PMID: 30283659 PMCID: PMC6121861 DOI: 10.1002/evl3.34
Source DB: PubMed Journal: Evol Lett ISSN: 2056-3744
Figure 1The overall design of an experimental block (A), and the steps performed within each cell of the block (B). (A) An example of one cross classified block, in which sperm from each of two focal males (M1 and M2) compete against sperm from a single standard rival (SR) in chemoattractant gradients from each of two focal females (F1 and F2). This generated four combinations per block, which were each replicated (n = 11 blocks, 44 combinations, 88 competitions total). Eggs from a single standard female per block were used to estimate competitive fertilization success. (B) The multistep competition assay illustrated using a single combination from within a block. (1) Eggs from the focal female were suspended in filter mesh to generate a chemoattractant gradient within the chamber. (2) The mesh and eggs were removed after 1 h, and dyed sperm from the focal male and undyed sperm from the standard rival added to the other end of the chamber. (3) After 10 minutes, a subsample was taken from the center of the chemoattractant gradient. (4) The subsample was added directly to eggs from the standard female, and competitive fertilization success of the focal male was measured.
Results of log‐likelihood ratio tests for random effects on focal male competitive fertilization success
| Model | Log likelihood | AICc | G2 |
|
|---|---|---|---|---|
| Full | −282.94 | 576.60 | ||
| (‐Male) | −285.89 | 580.26 | 5.90 | 0.015* |
| (‐Female) | −283.27 | 575.01 | 0.66 | 0.417 |
| (‐Male × Female) | −285.41 | 579.30 | 4.95 | 0.026* |
| (‐Block) | −283.84 | 576.17 | 1.81 | 0.178 |
Full generalized linear‐mixed effects model included the proportion of eggs successfully fertilized by the focal male as the response variable (with logit link function), with random effects of focal male ID, focal female ID, male‐by‐female interaction and experimental block. The fixed intercept of the full model was significantly negative (intercept = –1.79 [95% CIs = –2.11, –1.47], Wald Z = –1.78, P < 0.001). Estimated variance components associated with random effects are provided in Table S5. Reduced models were fit by excluding each random effect in turn. Aikaike information criteria with correction for finite sample sizes (AICc) are provided for full and reduced models. The likelihood ratio statistic (G2) for each random effect was calculated as –2 × difference in log‐likelihoods between the relevant reduced model and the full model. Probability (P) statistics were estimated by comparing G2 to a χ2 distribution with one degree of freedom.
Effects of nuclear genetic relatedness and phylogenetic mitochondrial lineage on competitive fertilization success
| Fixed effect | Estimate | Χ2 |
|
|---|---|---|---|
| Nuclear relatedness | −0.35 [–1.32, –0.02] | 3.92 | 0.047 |
| Mitochondrial lineage | 0.35 [0.22, 0.65] | 15.52 | <0.001 |
Effects estimated from generalized linear‐mixed effects models of the proportion of eggs successfully fertilized by the focal male (with logit link function), with fixed effects of nuclear relatedness and mitochondrial lineage and random effects of focal male ID, focal female ID, and experimental block. The final model did not include the interaction term of the fixed effects, as the interaction was nonsignificant in the full model (Wald χ2 = 0.93, P = 0.335) and its inclusion reduced model fit (see Table S6; although significance of the main effects did not change with inclusion of the interaction). The fixed intercept of the model was significantly negative (intercept = –1.58 [95% CIs = –1.95, –1.22], Wald Z = –9.08, P < 0.001). Nuclear relatedness of focal male and focal female pairs was estimated from microsatellite loci using maximum likelihood (higher values = more closely related). Mitochondrial lineage (Northern or Southern Hemisphere) was assigned based on female‐type CO1 sequences, with focal male and focal female pairs scored as belonging to different or same lineage (estimate represents the mean change in fertilization success on the latent scale from different to same lineage). Hypothesis tests of main effects were conducted using Wald χ2 tests (d.f. = 1 for each effect).