The structure of allelic diversity in the presence of purifying selection
Michael M. Desai, Lauren E. Nicolaisen, Aleksandra M. Walczak, Joshua, B. Plotkin

TL;DR
This paper develops a theoretical framework to understand allelic diversity patterns under purifying selection, revealing that such patterns differ from neutral expectations and can be used to detect selection.
Contribution
It introduces a novel model for allelic diversity with linked neutral and deleterious sites, extending the Ewens sampling formula to include purifying selection effects.
Findings
Patterns of allelic diversity deviate from neutrality under weak and moderate selection.
The model provides likelihood expressions for allelic configurations in samples.
Detection of selection is possible from sampled allelic diversity patterns.
Abstract
In the absence of selection, the structure of allelic diversity is described by the elegant sampling formula of Ewens. This formula has helped shape our expectations of empirical patterns of molecular variation. Along with coalescent theory, it provides statistical techniques for rejecting the null model of neutrality. However, we still do not fully understand the statistics of the allelic diversity we expect to see in the presence of natural selection. Earlier work has described the effects of strongly deleterious mutations linked to many neutral sites, and allelic variation in models where offspring fitness is unrelated to parental fitness, but it has proven difficult to understand allelic diversity in the presence of purifying selection at many linked sites. Here, we study the population genetics of infinitely many perfectly linked sites, some neutral and some deleterious. Our…
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Taxonomy
TopicsEvolution and Genetic Dynamics · Genetic diversity and population structure · Evolutionary Game Theory and Cooperation
