Department of Evolutionary Biology and Environmental Studies, University of Zurich, Zurich, Switzerland.
Research Institute for Food and Agriculture, Ryukoku University, Shiga, Japan.
Evolution. 2023 Apr 1;77(4):1145-1157. doi: 10.1093/evolut/qpad028.
Frequency-dependent selection (FDS) is an evolutionary regime that can maintain or reduce polymorphisms. Despite the increasing availability of polymorphism data, few effective methods are available for estimating the gradient of FDS from the observed fitness components. We modeled the effects of genotype similarity on individual fitness to develop a selection gradient analysis of FDS. This modeling enabled us to estimate FDS by regressing fitness components on the genotype similarity among individuals. We detected known negative FDS on the visible polymorphism in a wild Arabidopsis and damselfly by applying this analysis to single-locus data. Further, we simulated genome-wide polymorphisms and fitness components to modify the single-locus analysis as a genome-wide association study (GWAS). The simulation showed that negative or positive FDS could be distinguished through the estimated effects of genotype similarity on simulated fitness. Moreover, we conducted the GWAS of the reproductive branch number in Arabidopsis thaliana and found that negative FDS was enriched among the top-associated polymorphisms of FDS. These results showed the potential applicability of the proposed method for FDS on both visible polymorphism and genome-wide polymorphisms. Overall, our study provides an effective method for selection gradient analysis to understand the maintenance or loss of polymorphism.
频率依赖选择(FDS)是一种进化机制,它可以维持或减少多态性。尽管越来越多的多态性数据可用,但很少有有效的方法可用于从观察到的适应度分量估计 FDS 的梯度。我们模拟基因型相似性对个体适应度的影响,以开发 FDS 的选择梯度分析。这种建模使我们能够通过将适应度分量与个体之间的基因型相似性相关联来估计 FDS。我们通过将这种分析应用于单基因座数据,检测到野生拟南芥和豆娘可见多态性上的已知负 FDS。此外,我们模拟了全基因组多态性和适应度分量,以将单基因座分析修改为全基因组关联研究(GWAS)。模拟表明,通过估计基因型相似性对模拟适应度的影响,可以区分负 FDS 或正 FDS。此外,我们对拟南芥的生殖枝数进行了 GWAS 分析,发现负 FDS 在 FDS 的关联多态性中富集。这些结果表明,该方法在可见多态性和全基因组多态性上对 FDS 的潜在适用性。总体而言,我们的研究为选择梯度分析提供了一种有效的方法,以了解多态性的维持或丧失。