Selection-mutation at a diallelic autosomal locus in a dioecious population.

Abstract excerpt

The population is assumed to be infinite dioecious with nonoverlapping discrete generations and random mating. It is assumed that the fitnesses and mutation rates are constant, heterozygotes are viable and the mutation rates are less than one-half. It is proved that the allelic frequencies converge to equilibria as the number of generations tends to infinity. The a priori types of phase portraits are determined....

Topics

• Alleles
• Genetics, Population
• Mathematics
• Mutation
• Selection, Genetic