作者: Joseph Felsenstein
DOI: 10.1016/0040-5809(71)90028-1
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摘要: Abstract In a haploid population of constant finite size, in the absence mutation and selection, probability that there will be less than i different alleles next generation, given are at present, tends asymptotically with time to 1 − Gii, where Gii is randomly chosen individuals descended from exactly previous generation. When 2, this proves rate increase identity by descent equals asymptotic fixation whole population. The formula used calculate rates loss multiple under several models reproduction.