Abstract
The problem of natural selection against recessive homozygotes in a population is investigated. It is shown that natural selection of mutant alleles linked with the Х-chromosome in a population at women is described by the nonlinear differential equation of the third order. The order of the differential equation characterizes a power of selection. It is marked that the high order of the differential equation of natural selection allows level all mutational processes in Earth populations.
Highlights
In [1] it is shown that variation of the recessive genes linked to the Х-chromosome frequency during time of a population life in condition of balance of a population is described by the linear differential equation of the second order
In genetics there are the processes resulting in the nonlinear differential equations
The problem of mutant allele natural selection has been mentioned for a family tree in [2]
Summary
In [1] it is shown that variation of the recessive (or dominant) genes linked to the Х-chromosome frequency during time of a population life in condition of balance of a population is described by the linear differential equation of the second order. In genetics there are the processes resulting in the nonlinear differential equations. In the formula (1) s there is standard parameter of selection against of the recessive homozygotes.
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