polygenic adaptation
Wollstein A & Stephan W 2014 Adaptive fixation in two-locus models of stabilizing selection and genetic drift. Genetics 198:685-697.
- selection on an adaptive character involves simultaneous selection at multiple loci controlling the trait
- this may cause small to moderate allele-frequency shifts at these loci
- adaptation does not require new mutations in the short term
- selection uses alleles found in the standing variation of a population
- in contrast to quantitative genetics, in population genetics and genomics our understanding of the genetics of adaptation has revolved in recent years around the role of selective sweeps
- can the quantitative genetics models of stabilizing selection also be used to predict observed levels of selective fixations?
- Chevin and Hospital (2008) presented a model for the footprint of positive directional selection at a quantitative trait locus (QTL) in the presence of a fixed amount of background genetic variation due to other loci
- this approach is based on Lande’s (1983) model
- QTL of adaptive traits under stabilizing selection exhibit patterns of selective sweeps only very rarely
- de Vladar and Barton (2011, 2014) studied a polygenic character under stabilizing selection, mutation, and genetic drift
- they found sweeps after abrupt shifts of the phenotypic optimum, without quantifying how often such signatures occurred
- Pavlidis et al. (2012) analyzed a classical multilocus model with two to eight loci controlling an additive quantitative trait under stabilizing selection (with and without genetic drift)
- multilocus response to selection often prevents trajectories from going to fixation, particularly for the symmetric viability model
- the probability of fixation strongly depends on the genetic architecture of the trait
- we are interested in a comparison between quantitative and population genetics
- in this realm quasi-linkage equilibrium (QLE) approximations are possible