Abstract
N natural populations, it is expected that there is a constant supply of muta-
I tions in each generation. These mutations may have different persistence
depending on their fitnesses, but collectively, they constitute the ultimate source
of genetic variability in the populations.
Since the maintenance of genetic variability is an important subject of study
in population genetics, it may be worthwhile to investigate, using various models,
the effect of mutation on the genetic variability. For example, KIMURA CROW
and
(1964) studied the number of alleles maintained in a finite population, assuming
that each mutant is an allele not preexisting in the population.
In the present paper I will use a different model and will investigate the num-
ber of heterozygous sites per individual and some related quantities that represent
the statistical properties of the mutant frequency distribution, assuming that a
very large number of independent sites are available for mutation. In this paper,
"site" refers to a single nucleotide pair, although the theory is still appropriate
to a small group of nucleotides, such as a codon.
Description
THE NUMBER OF HETEROZYGOUS NUCLEOTIDE SITES MAINTAINED IN A FINITE POPULATION DUE TO STEADY FLUX OF MUTATIONS -- Kimura 61 (4): 893 -- Genetics
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