The McDonald-Kreitman Test and its Extensions under Frequent Adaptation: Problems and Solutions

The McDonald-Kreitman Test and its Extensions under Frequent Adaptation: Problems and Solutions

Philipp W. Messer, Dmitri A. Petrov
(Submitted on 1 Nov 2012)

Population genomic studies have shown that genetic draft and background selection can profoundly affect the genome-wide patterns of molecular variation. We performed forward simulations under realistic gene-structure and selection scenarios to investigate whether such linkage effects impinge on the ability of the McDonald-Kreitman (MK) test to infer the rate of positive selection (\alpha) from polymorphism and divergence data. We find that in the presence of slightly deleterious mutations, MK estimates of \alpha\ severely underestimate the true rate of adaptation even if all polymorphisms with population frequencies under 50% are excluded. Furthermore, already under intermediate rates of adaptation, genetic draft substantially distorts the site frequency spectra at neutral and functional sites from the expectations under mutation-selection-drift balance. MK-type approaches that first infer demography from synonymous sites and then use the inferred demography to correct the estimation of \alpha\ obtain almost the correct \alpha\ in our simulations. However, these approaches typically infer a severe past population expansion although there was no such expansion in the simulations, casting doubt on the accuracy of methods that infer demography from synonymous polymorphism data. We suggest a simple asymptotic extension of the MK test that should yield accurate estimates of \alpha\ even in the presence of linkage effects.

2 thoughts on “The McDonald-Kreitman Test and its Extensions under Frequent Adaptation: Problems and Solutions

  1. Pingback: Our paper: The McDonald-Kreitman Test and its Extensions under Frequent Adaptation: Problems and Solutions | Haldane's Sieve

  2. Pingback: Most viewed on Haldane’s Sieve: November 2012 | Haldane's Sieve

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