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Understanding the interplay between recombination and resampling is asignificant challenge in mathematical population genetics and of greatpractical relevance. Asymptotic results about the distribution of samples whenrecombination is strong compared to resampling are often based on theapproximate solution of certain recursions, which is technically hard andoffers little conceptual insight. This work generalises an elegantprobabilistic argument, based on the coupling of ancestral processes but so faronly available in the case of two sites, to the multilocus setting. This offersan alternative route to, and slightly generalises, a classical result ofBhaskar and Song.

Asymptotic sampling distributions made easy: loose linkage in the ancestral recombination graph